tag:blogger.com,1999:blog-77479323512381977302024-02-22T04:15:03.460-08:00Gubuk FisikaPhysics Education is My Choice :)Anonymoushttp://www.blogger.com/profile/00979134198345408495noreply@blogger.comBlogger13125tag:blogger.com,1999:blog-7747932351238197730.post-80591465418983679432012-12-28T22:59:00.000-08:002012-12-28T23:00:39.928-08:00Bumi<div style="text-align: justify;">
<b>Bumi</b> adalah <a href="http://id.wikipedia.org/wiki/Planet" title="Planet">planet</a> ketiga dari delapan planet dalam <a href="http://id.wikipedia.org/wiki/Tata_Surya" title="Tata Surya">Tata Surya</a>. Diperkirakan usianya mencapai 4,6 <a href="http://id.wikipedia.org/wiki/Milyar" title="Milyar">milyar</a> <a href="http://id.wikipedia.org/wiki/Tahun" title="Tahun">tahun</a>. Jarak antara Bumi dengan <a href="http://id.wikipedia.org/wiki/Matahari" title="Matahari">matahari</a> adalah 149.6 juta <a href="http://id.wikipedia.org/wiki/Kilometer" title="Kilometer">kilometer</a> atau 1 <a href="http://id.wikipedia.org/wiki/AU" title="AU">AU</a> (<a href="http://id.wikipedia.org/wiki/Bahasa_Inggris" title="Bahasa Inggris">Inggris</a>: <i>astronomical unit</i>). Bumi mempunyai lapisan udara (<a href="http://id.wikipedia.org/wiki/Atmosfer" title="Atmosfer">atmosfer</a>) dan medan magnet yang disebut (<a href="http://id.wikipedia.org/wiki/Magnetosfer" title="Magnetosfer">magnetosfer</a>) yang melindung permukaan Bumi dari <a href="http://id.wikipedia.org/wiki/Angin_matahari" title="Angin matahari">angin matahari</a>,
sinar ultraungu, dan radiasi dari luar angkasa. Lapisan udara ini
menyelimuti bumi hingga ketinggian sekitar 700 kilometer. Lapisan udara
ini dibagi menjadi <a href="http://id.wikipedia.org/wiki/Troposfer" title="Troposfer">Troposfer</a>, <a href="http://id.wikipedia.org/wiki/Stratosfer" title="Stratosfer">Stratosfer</a>, <a href="http://id.wikipedia.org/wiki/Mesosfer" title="Mesosfer">Mesosfer</a>, <a href="http://id.wikipedia.org/w/index.php?title=Termosfer&action=edit&redlink=1" title="Termosfer (halaman belum tersedia)">Termosfer</a>, dan <a href="http://id.wikipedia.org/w/index.php?title=Eksosfer&action=edit&redlink=1" title="Eksosfer (halaman belum tersedia)">Eksosfer</a>.</div>
<div style="text-align: justify;">
<a href="http://id.wikipedia.org/wiki/Lapisan_ozon" title="Lapisan ozon">Lapisan ozon</a>, setinggi 50 kilometer, berada di lapisan <a href="http://id.wikipedia.org/wiki/Stratosfer" title="Stratosfer">stratosfer</a> dan <a href="http://id.wikipedia.org/wiki/Mesosfer" title="Mesosfer">mesosfer</a> dan melindungi bumi dari sinar <a href="http://id.wikipedia.org/wiki/Ultraungu" title="Ultraungu">ultraungu</a>. Perbedaan suhu permukaan bumi adalah antara -70 °C hingga 55 °C bergantung pada iklim setempat. <a href="http://id.wikipedia.org/wiki/Hari" title="Hari">Sehari</a> dibagi menjadi 24 <a href="http://id.wikipedia.org/wiki/Jam" title="Jam">jam</a> dan setahun di bumi sama dengan 365,2425 hari. Bumi mempunyai <a href="http://id.wikipedia.org/wiki/Massa" title="Massa">massa</a> seberat 59.760 milyar ton, dengan luas permukaan 510 juta <a href="http://id.wikipedia.org/wiki/Kilometer" title="Kilometer">kilometer</a>
persegi. Berat jenis Bumi (sekitar 5.500 kilogram per meter kubik)
digunakan sebagai unit perbandingan berat jenis planet yang lain, dengan
berat jenis Bumi dipatok sebagai 1.</div>
<div style="text-align: justify;">
Bumi mempunyai <a href="http://id.wikipedia.org/wiki/Diameter" title="Diameter">diameter</a> sepanjang 12.756 kilometer. Gravitasi Bumi diukur sebagai 10 N kg-1 dijadikan unit ukuran gravitasi <a href="http://id.wikipedia.org/wiki/Planet" title="Planet">planet</a> lain, dengan gravitasi Bumi dipatok sebagai 1. Bumi mempunyai 1 <a href="http://id.wikipedia.org/wiki/Satelit_alam" title="Satelit alam">satelit alami</a> yaitu <a href="http://id.wikipedia.org/wiki/Bulan_%28satelit%29" title="Bulan (satelit)">Bulan</a>. 70,8% permukaan bumi diliputi <a href="http://id.wikipedia.org/wiki/Air" title="Air">air</a>. <a href="http://id.wikipedia.org/wiki/Udara" title="Udara">Udara</a> Bumi terdiri dari 78% <a href="http://id.wikipedia.org/wiki/Nitrogen" title="Nitrogen">nitrogen</a>, 21% <a href="http://id.wikipedia.org/wiki/Oksigen" title="Oksigen">oksigen</a>, dan 1% <a href="http://id.wikipedia.org/wiki/Uap_air" title="Uap air">uap air</a>, <a href="http://id.wikipedia.org/wiki/Karbondioksida" title="Karbondioksida">karbondioksida</a>, dan gas lain.<span id="more-605"></span></div>
<div style="text-align: justify;">
Bumi diperkirakan tersusun atas <a href="http://id.wikipedia.org/w/index.php?title=Inti_dalam_bumi&action=edit&redlink=1" title="Inti dalam bumi (halaman belum tersedia)">inti dalam bumi</a> yang terdiri dari <a href="http://id.wikipedia.org/wiki/Besi" title="Besi">besi</a> <a href="http://id.wikipedia.org/wiki/Nikel" title="Nikel">nikel</a> beku setebal 1.370 kilometer dengan <a href="http://id.wikipedia.org/wiki/Suhu" title="Suhu">suhu</a> 4.500 °C, diselimuti pula oleh <a href="http://id.wikipedia.org/w/index.php?title=Inti_luar&action=edit&redlink=1" title="Inti luar (halaman belum tersedia)">inti luar</a> yang bersifat cair setebal 2.100 kilometer, lalu diselimuti pula oleh mantel <a href="http://id.wikipedia.org/w/index.php?title=Silika&action=edit&redlink=1" title="Silika (halaman belum tersedia)">silika</a> setebal 2.800 kilometer membentuk 83% isi bumi, dan akhirnya sekali diselimuti oleh <a href="http://id.wikipedia.org/wiki/Kerak_bumi" title="Kerak bumi">kerak bumi</a> setebal kurang lebih 85 kilometer.</div>
<div style="text-align: justify;">
<a href="http://id.wikipedia.org/wiki/Kerak_bumi" title="Kerak bumi">Kerak bumi</a> lebih tipis di dasar laut yaitu sekitar 5 kilometer. Kerak bumi terbagi kepada beberapa bagian dan bergerak melalui pergerakan <a href="http://id.wikipedia.org/wiki/Tektonik_lempeng" title="Tektonik lempeng">tektonik lempeng</a> (<a href="http://id.wikipedia.org/wiki/Teori_Continental_Drift" title="Teori Continental Drift">teori Continental Drift</a>) yang menghasilkan <a href="http://id.wikipedia.org/wiki/Gempa_bumi" title="Gempa bumi">gempa bumi</a>.</div>
<div style="text-align: justify;">
<a href="http://tienkartina.files.wordpress.com/2010/11/bumi.jpeg"><img alt="" class="aligncenter size-full wp-image-606" src="http://tienkartina.files.wordpress.com/2010/11/bumi.jpeg?w=529" title="bumi" /></a> Foto Bumi kita yang kebiru-biruan</div>
<div style="text-align: justify;">
Titik tertinggi di permukaan bumi adalah <a href="http://id.wikipedia.org/wiki/Gunung_Everest" title="Gunung Everest">gunung Everest</a> setinggi 8.848 <a href="http://id.wikipedia.org/wiki/Meter" title="Meter">meter</a>, dan titik terdalam adalah <a href="http://id.wikipedia.org/wiki/Palung" title="Palung">palung</a> Mariana di <a href="http://id.wikipedia.org/wiki/Samudra_Pasifik" title="Samudra Pasifik">samudra Pasifik</a> dengan kedalaman 10.924 <a href="http://id.wikipedia.org/wiki/Meter" title="Meter">meter</a>. Danau terdalam adalah <a href="http://id.wikipedia.org/wiki/Danau_Baikal" title="Danau Baikal">Danau Baikal</a> dengan kedalaman 1.637 meter, sedangkan danau terbesar adalah <a href="http://id.wikipedia.org/wiki/Laut_Kaspia" title="Laut Kaspia">Laut Kaspia</a> dengan luas 394.299 km<sup>2</sup>.</div>
<div style="text-align: justify;">
Nama lain dari Bumi :</div>
<div style="text-align: justify;">
Terestrial, Terran, Telluric, Tellurian, Kebumian</div>
<div style="text-align: justify;">
<a href="http://id.wikipedia.org/wiki/Orbit" title="Orbit">Ciri-ciri orbit</a></div>
<table cellspacing="2" style="margin-left: 0px; margin-right: 0px; text-align: left; width: 427px;">
<tbody align="justify">
<tr align="justify">
<td colspan="2"><a href="http://id.wikipedia.org/w/index.php?title=Epos_%28astronomi%29&action=edit&redlink=1" title="Epos (astronomi) (halaman belum tersedia)">Epos</a> <a href="http://id.wikipedia.org/w/index.php?title=J2000.0&action=edit&redlink=1" title="J2000.0 (halaman belum tersedia)">J2000.0</a><sup><a href="http://id.wikipedia.org/wiki/Bumi#cite_note-0">[note 1]</a></sup></td>
</tr>
<tr align="justify">
<th><a href="http://id.wikipedia.org/wiki/Apsis" title="Apsis">Aphelion</a></th>
<td>152.097.701 km<br />
1,0167103335 <a href="http://id.wikipedia.org/wiki/Satuan_astronomi" title="Satuan astronomi">SA</a></td>
</tr>
<tr align="justify">
<th><a href="http://id.wikipedia.org/wiki/Apsis" title="Apsis">Perihelion</a></th>
<td>147.098.074 km<br />
0,9832898912 SA</td>
</tr>
<tr align="justify">
<th><a href="http://id.wikipedia.org/w/index.php?title=Sumbu_semi-mayor&action=edit&redlink=1" title="Sumbu semi-mayor (halaman belum tersedia)">Sumbu semi-mayor</a></th>
<td>149.597.887,5 km<br />
1,0000001124 SA</td>
</tr>
<tr align="justify">
<th><a href="http://id.wikipedia.org/w/index.php?title=Eksentrisitas_%28orbit%29&action=edit&redlink=1" title="Eksentrisitas (orbit) (halaman belum tersedia)">Eksentrisitas</a></th>
<td>0,016710219</td>
</tr>
<tr align="justify">
<th><a href="http://id.wikipedia.org/w/index.php?title=Periode_orbit&action=edit&redlink=1" title="Periode orbit (halaman belum tersedia)">Periode orbit</a></th>
<td>365,256366 hari<br />
1,0000175 <a href="http://id.wikipedia.org/w/index.php?title=Tahun_Julian_%28astronomi%29&action=edit&redlink=1" title="Tahun Julian (astronomi) (halaman belum tersedia)">tahun</a></td>
</tr>
<tr align="justify">
<th><a href="http://id.wikipedia.org/wiki/Kecepatan_orbit" title="Kecepatan orbit">Kecepatan orbit</a> rata-rata</th>
<td>29,783 km/s<br />
107.218 km/jam</td>
</tr>
<tr align="justify">
<th><a href="http://id.wikipedia.org/wiki/Inklinasi" title="Inklinasi">Inklinasi</a></th>
<td>1°34’43,3″<sup><a href="http://id.wikipedia.org/wiki/Bumi#cite_note-Allen294-1">[1]</a></sup><br />
ke <a href="http://id.wikipedia.org/w/index.php?title=Bidang_Invariabel&action=edit&redlink=1" title="Bidang Invariabel (halaman belum tersedia)">Bidang Invariabel</a></td>
</tr>
<tr align="justify">
<th><a href="http://id.wikipedia.org/w/index.php?title=Bujur_node_menaik&action=edit&redlink=1" title="Bujur node menaik (halaman belum tersedia)">Bujur node menaik</a></th>
<td>348,73936°</td>
</tr>
<tr align="justify">
<th><a href="http://id.wikipedia.org/w/index.php?title=Argumen_periapsis&action=edit&redlink=1" title="Argumen periapsis (halaman belum tersedia)">Argumen perihelion</a></th>
<td>114,20783°</td>
</tr>
<tr align="justify">
<th style="text-align: justify;"><a href="http://id.wikipedia.org/wiki/Satelit" title="Satelit">Satelit</a></th>
<td style="text-align: justify;">1 (<a href="http://id.wikipedia.org/wiki/Bulan" title="Bulan">Bulan</a>)
<br />
<table cellspacing="2" style="margin-left: 0px; margin-right: 0px; text-align: left; width: 345px;">
<tbody>
<tr>
<th colspan="2"><div>
Ciri-ciri fisik</div>
</th>
</tr>
<tr>
<th>Jari-jari rata-rata</th>
<td>6,371.0 km<sup><a href="http://id.wikipedia.org/wiki/Bumi#cite_note-2">[2]</a></sup></td>
</tr>
<tr>
<th>Jari-jari <a href="http://id.wikipedia.org/wiki/Khatulistiwa" title="Khatulistiwa">khatulistiwa</a></th>
<td>6.378,1 km<sup><a href="http://id.wikipedia.org/wiki/Bumi#cite_note-iers-3">[3]</a></sup></td>
</tr>
<tr>
<th>Jari-jari <a href="http://id.wikipedia.org/wiki/Kutub_geografi" title="Kutub geografi">kutub</a></th>
<td>6.356,8 km<sup><a href="http://id.wikipedia.org/wiki/Bumi#cite_note-4">[4]</a></sup></td>
</tr>
<tr>
<th><a href="http://id.wikipedia.org/w/index.php?title=Kepepatan&action=edit&redlink=1" title="Kepepatan (halaman belum tersedia)">Kepepatan</a></th>
<td>0,0033528<sup><a href="http://id.wikipedia.org/wiki/Bumi#cite_note-iers-3">[3]</a></sup></td>
</tr>
<tr>
<th>Keliling khatulistiwa</th>
<td>40.075,02 km (<a href="http://id.wikipedia.org/wiki/Khatulistiwa" title="Khatulistiwa">khatulistiwa</a>)<br />
40.007,86 km (<a href="http://id.wikipedia.org/wiki/Meridian" title="Meridian">meridian</a>)<br />
40.041,47 km (rata-rata)</td>
</tr>
<tr>
<th><a href="http://id.wikipedia.org/w/index.php?title=Sferoid&action=edit&redlink=1" title="Sferoid (halaman belum tersedia)">Luas permukaan</a></th>
<td>510.072.000 km²<sup><a href="http://id.wikipedia.org/wiki/Bumi#cite_note-5">[5]</a></sup><sup><a href="http://id.wikipedia.org/wiki/Bumi#cite_note-cia-6">[6]</a></sup><sup><a href="http://id.wikipedia.org/wiki/Bumi#cite_note-surfacecover-7">[note 2]</a></sup>148.940.000 km² daratan (29,2 %)
361.132.000 km² perairan (70,8 %)</td>
</tr>
<tr>
<th><a href="http://id.wikipedia.org/wiki/Volume" title="Volume">Volume</a></th>
<td><a href="http://id.wikipedia.org/w/index.php?title=Volume_Bumi&action=edit&redlink=1" title="Volume Bumi (halaman belum tersedia)">1,0832073×10<sup>12</sup></a> km<sup>3</sup></td>
</tr>
<tr>
<th><a href="http://id.wikipedia.org/wiki/Massa" title="Massa">Massa</a></th>
<td>5,9736×10<sup>24</sup> kg<sup><a href="http://id.wikipedia.org/wiki/Bumi#cite_note-earth_fact_sheet-8">[7]</a></sup></td>
</tr>
<tr>
<th>Kepadatan rata-rata</th>
<td>5,5153 g/cm<sup>3</sup></td>
</tr>
<tr>
<th><a href="http://id.wikipedia.org/wiki/Gravitasi_permukaan" title="Gravitasi permukaan">Gravitasi permukaan di khatulistiwa</a></th>
<td><a href="http://id.wikipedia.org/w/index.php?title=Gravitasi_Bumi&action=edit&redlink=1" title="Gravitasi Bumi (halaman belum tersedia)">9,780327</a> <a href="http://id.wikipedia.org/w/index.php?title=Meter_per_sekon_kuadrat&action=edit&redlink=1" title="Meter per sekon kuadrat (halaman belum tersedia)">m/s²</a><sup><a href="http://id.wikipedia.org/wiki/Bumi#cite_note-yoder12-9">[8]</a></sup><br />
0,99732 <a href="http://id.wikipedia.org/w/index.php?title=Gaya-g&action=edit&redlink=1" title="Gaya-g (halaman belum tersedia)"><i>g</i></a></td>
</tr>
<tr>
<th><a href="http://id.wikipedia.org/w/index.php?title=Kecepatan_lepas&action=edit&redlink=1" title="Kecepatan lepas (halaman belum tersedia)">Kecepatan lepas</a></th>
<td>11,186 km/s</td>
</tr>
<tr>
<th><a href="http://id.wikipedia.org/w/index.php?title=Periode_rotasi&action=edit&redlink=1" title="Periode rotasi (halaman belum tersedia)">Hari sideris</a></th>
<td>0,99726968 d<sup><a href="http://id.wikipedia.org/wiki/Bumi#cite_note-Allen296-10">[9]</a></sup><br />
23<sup>h</sup> 56<sup>m</sup> 4.100<sup>s</sup></td>
</tr>
<tr>
<th>Kecepatan rotasi</th>
<td>1674,4 km/jam</td>
</tr>
<tr>
<th><a href="http://id.wikipedia.org/w/index.php?title=Kemiringan_sumbu&action=edit&redlink=1" title="Kemiringan sumbu (halaman belum tersedia)">Kemiringan sumbu</a></th>
<td>23,439281°</td>
</tr>
<tr>
<th><a href="http://id.wikipedia.org/wiki/Albedo" title="Albedo">Albedo</a></th>
<td>0,367<sup><a href="http://id.wikipedia.org/wiki/Bumi#cite_note-earth_fact_sheet-8">[7]</a></sup></td>
</tr>
<tr>
<th><a href="http://id.wikipedia.org/wiki/Suhu" title="Suhu">Suhu</a> permukaan<br />
<a href="http://id.wikipedia.org/wiki/Kelvin" title="Kelvin">Kelvin</a><br />
<a href="http://id.wikipedia.org/wiki/Celsius" title="Celsius">Celsius</a></th>
<td><table border="0" cellpadding="0" cellspacing="0">
<tbody>
<tr>
<th>min</th>
<th>rata-rata</th>
<th>maks</th>
</tr>
<tr>
<td>184 K</td>
<td>287 K</td>
<td>331 K</td>
</tr>
<tr>
<td>−89 °C</td>
<td>14 °C</td>
<td>57, 7 °C</td>
</tr>
</tbody>
</table>
</td>
</tr>
<tr>
<th colspan="2"><div>
Atmosfer</div>
</th>
</tr>
<tr>
<th><a href="http://id.wikipedia.org/wiki/Tekanan_atmosfer" title="Tekanan atmosfer">Tekanan</a> permukaan</th>
<td>101,3 <a href="http://id.wikipedia.org/wiki/Pascal_%28satuan%29" title="Pascal (satuan)">kPa</a> (<a href="http://id.wikipedia.org/wiki/Permukaan_laut" title="Permukaan laut">Permukaan laut</a>)</td>
</tr>
<tr>
<th>Komposisi</th>
<td>78,08% <a href="http://id.wikipedia.org/wiki/Nitrogen" title="Nitrogen">Nitrogen</a> (N<sub>2</sub>)<br />
20,95% <a href="http://id.wikipedia.org/wiki/Oksigen" title="Oksigen">Oksigen</a> (O<sub>2</sub>)<br />
0,93% <a href="http://id.wikipedia.org/wiki/Argon" title="Argon">Argon</a><br />
0,038% <a href="http://id.wikipedia.org/wiki/Karbon_dioksida" title="Karbon dioksida">Karbon dioksida</a><br />
Sekitar 1% <a href="http://id.wikipedia.org/wiki/Uap_air" title="Uap air">uap air</a> (bervariasi sesuai <a href="http://id.wikipedia.org/wiki/Iklim" title="Iklim">iklim</a>)<sup><a href="http://id.wikipedia.org/wiki/Bumi#cite_note-earth_fact_sheet-8">[7]</a></sup>
<br />
<h3>
Bentuk</h3>
<div>
<div>
<a href="http://id.wikipedia.org/wiki/Berkas:Globo_terraqueo_3.gif"><img alt="" height="197" src="http://upload.wikimedia.org/wikipedia/commons/0/0f/Globo_terraqueo_3.gif" width="203" /></a>
<br />
<div>
<div>
<a href="http://id.wikipedia.org/wiki/Berkas:Globo_terraqueo_3.gif" title="Perbesar"><img alt="" height="11" src="http://bits.wikimedia.org/skins-1.5/common/images/magnify-clip.png" width="15" /></a></div>
Putaran <a href="http://id.wikipedia.org/wiki/Rotasi" title="Rotasi">rotasi</a> bumi pada poros utara-selatan yang berakibat terjadinya siang dan malam</div>
</div>
</div>
Bentuk planet Bumi sangat mirip dengan bulatan gepeng (<i>oblate spheroid</i>),
sebuah bulatan yang tertekan ceper pada orientasi kutub-kutub yang
menyebabkan buncitan pada bagian katulistiwa. Buncitan ini terjadi
karena <a href="http://id.wikipedia.org/wiki/Rotasi" title="Rotasi">rotasi</a>
bumi, menyebabkan ukuran diameter katulistiwa 43 km lebih besar
dibandingkan diameter dari kutub ke kutub. Diameter rata-rata dari
bulatan bumi adalah 12.742 km, atau kira-kira 40.000 km/π. Karena satuan
meter pada awalnya didefinisikan sebagai 1/10.000.000 jarak antara
katulistiwa ke kutub utara melalui kota Paris, Prancis.<br />
Topografi lokal sedikit bervariasi dari bentuk bulatan ideal yang
mulus, meski pada skala global, variasi ini sangat kecil. Bumi memiliki
toleransi sekitar satu dari 584, atau 0,17% dibanding bulatan sempurna (<i>reference spheroid</i>),
yang lebih mulus jika dibandingkan dengan toleransi sebuah bola
biliar, 0,22%. Lokal deviasi terbesar pada permukaan bumi adalah gunung
Everest (8.848 m di atas permukaan laut) dan <a href="http://id.wikipedia.org/wiki/Palung_Mariana" title="Palung Mariana">Palung Mariana</a>
(10.911 m di bawah permukaan laut). Karena buncitan katulistiwa, bagian
bumi yang terletak paling jauh dari titik tengah bumi sebenarnya
adalah gunung Chimborazo di Ekuador.<br />
Proses alam <a href="http://id.wikipedia.org/w/index.php?title=Endogen&action=edit&redlink=1" title="Endogen (halaman belum tersedia)">endogen</a>/<a href="http://id.wikipedia.org/wiki/Tenaga_endogen" title="Tenaga endogen">tenaga endogen</a>
adalah tenaga bumi yang berasal dari dalam bumi. Tenaga alam endogen
bersifat membangun permukaan bumi ini. Tenaga alam eksogen berasal dari
luar bumi dan bersifat merusak. Jadi kedua tenaga itulah yang membuat
berbagai macam relief di muka bumi ini seperti yang kita tahu bahwa
permukaan bumi yang kita huni ini terdiri atas berbagai bentukan seperti
gunung, lembah, bukit, danau, sungai, dsb. Adanya bentukan-bentukan
tersebut, menyebabkan permukaan bumi menjadi tidak rata.
Bentukan-bentukan tersebut dikenal sebagai relief bumi.<br />
<h3>
Komposisi kimia</h3>
<table>
<caption>Tabel Kerak oksida F. W. Clarke</caption>
<tbody>
<tr>
<th>Senyawa</th>
<th>Formula</th>
<th>Komposisi</th>
</tr>
<tr>
<td><a href="http://id.wikipedia.org/w/index.php?title=Silika&action=edit&redlink=1" title="Silika (halaman belum tersedia)">Silika</a></td>
<td>SiO<sub>2</sub></td>
<td>59,71%</td>
</tr>
<tr>
<td><a href="http://id.wikipedia.org/wiki/Alumina" title="Alumina">Alumina</a></td>
<td>Al<sub>2</sub>O<sub>3</sub></td>
<td>15,41%</td>
</tr>
<tr>
<td><a href="http://id.wikipedia.org/w/index.php?title=Kalsium_oksida&action=edit&redlink=1" title="Kalsium oksida (halaman belum tersedia)">kapur</a></td>
<td>CaO</td>
<td>4,90%</td>
</tr>
<tr>
<td><a href="http://id.wikipedia.org/w/index.php?title=Magnesia&action=edit&redlink=1" title="Magnesia (halaman belum tersedia)">Magnesia</a></td>
<td>MgO</td>
<td>4,36%</td>
</tr>
<tr>
<td><a href="http://id.wikipedia.org/w/index.php?title=Natrium_oksida&action=edit&redlink=1" title="Natrium oksida (halaman belum tersedia)">Natrium oksida</a></td>
<td>Na<sub>2</sub>O</td>
<td>3,55%</td>
</tr>
<tr>
<td><a href="http://id.wikipedia.org/w/index.php?title=Besi%28II%29_oksida&action=edit&redlink=1" title="Besi(II) oksida (halaman belum tersedia)">Besi(II) oksida</a></td>
<td>FeO</td>
<td>3,52%</td>
</tr>
<tr>
<td><a href="http://id.wikipedia.org/w/index.php?title=Kalium_oksida&action=edit&redlink=1" title="Kalium oksida (halaman belum tersedia)">Kalium oksida</a></td>
<td>K<sub>2</sub>O</td>
<td>2,80%</td>
</tr>
<tr>
<td><a href="http://id.wikipedia.org/wiki/Besi%28III%29_oksida" title="Besi(III) oksida">Besi(III) oksida</a></td>
<td>Fe<sub>2</sub>O<sub>3</sub></td>
<td>2,63%</td>
</tr>
<tr>
<td><a href="http://id.wikipedia.org/wiki/Air" title="Air">Air</a></td>
<td>H<sub>2</sub>O</td>
<td>1,52%</td>
</tr>
<tr>
<td><a href="http://id.wikipedia.org/w/index.php?title=Titanium_dioksida&action=edit&redlink=1" title="Titanium dioksida (halaman belum tersedia)">Titanium dioksida</a></td>
<td>TiO<sub>2</sub></td>
<td>0,60%</td>
</tr>
<tr>
<td><a href="http://id.wikipedia.org/w/index.php?title=Fosfor_pentaoksida&action=edit&redlink=1" title="Fosfor pentaoksida (halaman belum tersedia)">Fosfor pentaoksida</a></td>
<td>P<sub>2</sub>O<sub>5</sub></td>
<td>0,22%</td>
</tr>
<tr>
<th colspan="2">Total</th>
<th>99,22%</th>
</tr>
</tbody>
</table>
Massa bumi kira-kira adalah 5,98×10<sup>24</sup> kg. Kandungan utamanya adalah <a href="http://id.wikipedia.org/wiki/Besi" title="Besi">besi</a>(32,1%), oksigen (30,1%), <a href="http://id.wikipedia.org/wiki/Silikon" title="Silikon">silikon</a> (15,1%), <a href="http://id.wikipedia.org/wiki/Magnesium" title="Magnesium">magnesium</a> (13,9%), <a href="http://id.wikipedia.org/wiki/Sulfur" title="Sulfur">sulfur</a> (2,9%), <a href="http://id.wikipedia.org/wiki/Nikel" title="Nikel">nikel</a> (1,8%), <a href="http://id.wikipedia.org/wiki/Kalsium" title="Kalsium">kalsium</a> (1,5%), and <a href="http://id.wikipedia.org/wiki/Aluminium" title="Aluminium">aluminium</a>
(1,4%); dan 1,2% selebihnya terdiri dari berbagai unsur-unsur langka.
Karena proses pemisahan massa, bagian inti bumi dipercaya memiliki
kandungan utama besi (88,8%), dan sedikit nikel (5,8%), sulfur (4,5%),
dan selebihnya kurang dari 1% unsur langka.<sup><a href="http://id.wikipedia.org/wiki/Bumi#cite_note-11">[10]</a></sup><br />
Ahli geokimia <a href="http://id.wikipedia.org/w/index.php?title=Frank_Wigglesworth_Clarke&action=edit&redlink=1" title="Frank Wigglesworth Clarke (halaman belum tersedia)">F. W. Clarke</a>
memperhitungkan bahwa sekitar 47% kerak bumi terdiri dari oksigen.
Batuan-batuan paling umum yang terdapat di kerak bumi hampir semuanya
adalah oksida (oxides); klorin, sulfur, dan florin adalah kekecualian
dan jumlahnya di dalam batuan biasanya kurang dari 1%. Oksida-oksida
utama adalah silika, alumina, oksida besi, kapur, magnesia, potas dan
soda. Fungsi utama silika adalah sebagai asam, yang membentuk silikat.
Ini adalah sifat dasar dari berbagai mineral <a href="http://id.wikipedia.org/wiki/Batuan_beku" title="Batuan beku">batuan beku</a>
yang paling umum. Berdasarkan perhitungan dari 1,672 analisa berbagai
jenis batuan, Clarke menyimpulkan bahwa 99,22% batuan terdiri dari 11
oksida (lihat tabel kanan). Konstituen lainnya hanya terjadi dalam
jumlah yang kecil. <sup><a href="http://id.wikipedia.org/wiki/Bumi#cite_note-EB1911-12">[note 3]</a></sup><br />
<h2>
Lapisan bumi</h2>
Menurut komposisi (jenis dari materialnya), Bumi dapat dibagi menjadi lapisan-lapisan sebagai berikut :<br />
<a href="http://tienkartina.files.wordpress.com/2010/11/bumi.jpg"><img alt="" class="aligncenter size-full wp-image-647" src="http://tienkartina.files.wordpress.com/2010/11/bumi.jpg?w=529" title="bumi" /></a><br />
<ul>
<li><a href="http://id.wikipedia.org/wiki/Kerak_Bumi" title="Kerak Bumi">Kerak Bumi</a></li>
<li><a href="http://id.wikipedia.org/w/index.php?title=Mantel_Bumi&action=edit&redlink=1" title="Mantel Bumi (halaman belum tersedia)">Mantel Bumi</a></li>
<li><a href="http://id.wikipedia.org/w/index.php?title=Inti_Bumi&action=edit&redlink=1" title="Inti Bumi (halaman belum tersedia)">Inti Bumi</a></li>
</ul>
Sedangkan menurut sifat mekanik (sifat dari material) -nya, bumi dapat dibagi menjadi lapisan-lapisan sebagai berikut :<br />
<ul>
<li><a href="http://id.wikipedia.org/wiki/Litosfir" title="Litosfir">Litosfir</a></li>
<li><a href="http://id.wikipedia.org/w/index.php?title=Astenosfir&action=edit&redlink=1" title="Astenosfir (halaman belum tersedia)">Astenosfir</a></li>
<li><a href="http://id.wikipedia.org/w/index.php?title=Mesosfir&action=edit&redlink=1" title="Mesosfir (halaman belum tersedia)">Mesosfir</a></li>
<li><a href="http://id.wikipedia.org/w/index.php?title=Inti_Bumi_bagian_luar&action=edit&redlink=1" title="Inti Bumi bagian luar (halaman belum tersedia)">Inti Bumi bagian luar</a></li>
</ul>
<a href="http://tienkartina.files.wordpress.com/2010/11/bumi-1.jpg"><img alt="" class="aligncenter size-full wp-image-648" src="http://tienkartina.files.wordpress.com/2010/11/bumi-1.jpg?w=529" title="bumi 1" /></a><br />
Inti bumi bagian luar merupakan salah satu bagian dalam bumi yang
melapisi inti bumi bagian dalam. Inti bumi bagian luar mempunyai tebal
2250 km dan kedalaman antara 2900-4980 km. Inti bumi bagian luar terdiri
atas besi dan nikel cair dengan suhu 3900 °C<br />
<ul>
<li><a href="http://id.wikipedia.org/w/index.php?title=Inti_Bumi_bagian_dalam&action=edit&redlink=1" title="Inti Bumi bagian dalam (halaman belum tersedia)">Inti Bumi bagian dalam</a></li>
</ul>
Inti bumi bagian dalam merupakan bagian bumi yang paling dalam atau
dapat juga disebut inti bumi. inti bumi mempunyai tebal 1200km dan
berdiameter 2600km. inti bumi terdiri dari besi dan nikel berbentuk
padat dengan temperatur dapat mencapai 4800 °C<br />
<h2>
Catatan</h2>
<div>
<ol>
<li id="cite_note-0"><b><a href="http://id.wikipedia.org/wiki/Bumi#cite_ref-0">^</a></b> All astronomical quantities vary, both <a href="http://id.wikipedia.org/w/index.php?title=Secular_phenomena&action=edit&redlink=1" title="Secular phenomena (halaman belum tersedia)">secularly</a> and <a href="http://id.wikipedia.org/w/index.php?title=Frequency&action=edit&redlink=1" title="Frequency (halaman belum tersedia)">periodically</a>. The quantities given are the values at the instant <a href="http://id.wikipedia.org/w/index.php?title=J2000.0&action=edit&redlink=1" title="J2000.0 (halaman belum tersedia)">J2000.0</a> of the secular variation, ignoring all periodic variations.</li>
<li id="cite_note-surfacecover-7"><b><a href="http://id.wikipedia.org/wiki/Bumi#cite_ref-surfacecover_7-0">^</a></b> Due to natural fluctuations, ambiguities surrounding <a href="http://id.wikipedia.org/w/index.php?title=Ice_shelves&action=edit&redlink=1" title="Ice shelves (halaman belum tersedia)">ice shelves</a>, and mapping conventions for <a href="http://id.wikipedia.org/w/index.php?title=Vertical_datum&action=edit&redlink=1" title="Vertical datum (halaman belum tersedia)">vertical datums</a>, exact values for land and ocean coverage are not meaningful. Based on data from the <a href="http://id.wikipedia.org/w/index.php?title=Vector_Map&action=edit&redlink=1" title="Vector Map (halaman belum tersedia)">Vector Map</a> and <a href="http://www-gem.jrc.it/" rel="nofollow">Global Landcover</a>
datasets, extreme values for coverage of lakes and streams are 0.6% and
1.0% of the earth’s surface. Note that the ice shields of <a href="http://id.wikipedia.org/wiki/Antarctica" title="Antarctica">Antarctica</a> and <a href="http://id.wikipedia.org/wiki/Greenland" title="Greenland">Greenland</a> are counted as land, even though much of the rock which supports them lies below sea level.</li>
<li id="cite_note-EB1911-12"><b><a href="http://id.wikipedia.org/wiki/Bumi#cite_ref-EB1911_12-0">^</a></b> <i>Artikel ini memuat teks dari</i> <a href="http://id.wikipedia.org/wiki/Encyclop%C3%A6dia_Britannica_Eleventh_Edition" title="Encyclopædia Britannica Eleventh Edition">Encyclopædia Britannica <i>Eleventh Edition</i></a><i>,artikel “Petrology”, publikasi yang sekarang berada di <a href="http://id.wikipedia.org/wiki/Domain_umum" title="Domain umum">domain umum</a>.</i></li>
</ol>
</div>
Sumber :<a href="http://id.wikipedia.org/" rel="nofollow">http://id.wikipedia.org</a><br />
http://tienkartina.wordpress.com/2010/11/01/bumi-kita/#more-605</td>
</tr>
</tbody>
</table>
</td>
</tr>
</tbody>
</table>
Anonymoushttp://www.blogger.com/profile/00979134198345408495noreply@blogger.com0tag:blogger.com,1999:blog-7747932351238197730.post-1633888227402421552012-12-28T22:41:00.001-08:002012-12-28T22:41:31.376-08:00Sistem Tata Surya ppt<iframe src="http://www.slideshare.net/slideshow/embed_code/15791371" width="476" height="400" frameborder="0" marginwidth="0" marginheight="0" scrolling="no"></iframe>Anonymoushttp://www.blogger.com/profile/00979134198345408495noreply@blogger.com0tag:blogger.com,1999:blog-7747932351238197730.post-7108284330469279892012-12-28T22:36:00.002-08:002012-12-28T22:36:22.038-08:00Masalah-Masalah Belajar<iframe src="http://www.slideshare.net/slideshow/embed_code/15791453" width="476" height="400" frameborder="0" marginwidth="0" marginheight="0" scrolling="no"></iframe>Anonymoushttp://www.blogger.com/profile/00979134198345408495noreply@blogger.com0tag:blogger.com,1999:blog-7747932351238197730.post-87459150199106768682012-12-28T22:17:00.000-08:002012-12-28T22:19:40.251-08:00Gelombang ppt<iframe src="http://www.slideshare.net/slideshow/embed_code/15791299" width="476" height="400" frameborder="0" marginwidth="0" marginheight="0" scrolling="no"></iframe>Anonymoushttp://www.blogger.com/profile/00979134198345408495noreply@blogger.com0tag:blogger.com,1999:blog-7747932351238197730.post-32686399809479913072012-12-27T21:37:00.002-08:002012-12-27T21:37:58.503-08:00Perkembangan Teori Atom<strong>1. Teori Atom John Dalton</strong><br />
Pada tahun 1803, John Dalton mengemukakan mengemukakan pendapatnaya
tentang atom. Teori atom Dalton didasarkan pada dua hukum, yaitu hukum
kekekalan massa (hukum Lavoisier) dan hukum susunan tetap (hukum
prouts). Lavosier mennyatakan bahwa “Massa total zat-zat sebelum reaksi
akan selalu sama dengan massa total zat-zat hasil reaksi”. Sedangkan
Prouts menyatakan bahwa “Perbandingan massa unsur-unsur dalam suatu
senyawa selalu tetap”. Dari kedua hukum tersebut Dalton mengemukakan
pendapatnya tentang atom sebagai berikut:<br />
<ol>
<li>Atom merupakan bagian terkecil dari materi yang sudah tidak dapat dibagi lagi</li>
<li>Atom digambarkan sebagai bola pejal yang sangat kecil, suatu
unsur memiliki atom-atom yang identik dan berbeda untuk unsur yang
berbeda</li>
<li>Atom-atom bergabung membentuk senyawa dengan perbandingan
bilangan bulat dan sederhana. Misalnya air terdiri atom-atom
hidrogen dan atom-atom oksigen</li>
<li>Reaksi kimia merupakan pemisahan atau penggabungan atau
penyusunan kembali dari atom-atom, sehingga atom tidak dapat
diciptakan atau dimusnahkan.</li>
</ol>
Hipotesa Dalton digambarkan dengan model atom sebagai bola pejal seperti pada tolak peluru. Seperti gambar berikut ini:<br />
<img alt="model atom dalton" class="aligncenter size-medium wp-image-40" height="73" src="http://kimiamifkho.files.wordpress.com/2009/07/model-atom-dalton.gif?w=300&h=73" title="model atom dalton" width="300" /><br />
Kelemahan:<br />
Teori dalton tidak menerangkan hubungan antara larutan senyawa dan daya hantar arus listrik.<br />
<strong>2. Teori Atom J. J. Thomson</strong><br />
Berdasarkan penemuan tabung katode yang lebih baik oleh <strong>William Crookers</strong>, maka <strong>J.J. Thomson </strong>meneliti
lebih lanjut tentang sinar katode dan dapat dipastikan bahwa sinar
katode merupakan partikel, sebab dapat memutar baling-baling yang
diletakkan diantara katode dan anode. Dari hasil percobaan ini, Thomson
menyatakan bahwa sinar katode merupakan partikel penyusun atom (partikel
subatom) yang bermuatan negatif dan selanjutnya disebut<strong> elektron</strong>.<br />
Atom merupakan partikel yang bersifat netral, oleh karena elektron
bermuatan negatif, maka harus ada partikel lain yang bermuatan
positifuntuk menetrallkan muatan negatif elektron tersebut. Dari
penemuannya tersebut, Thomson memperbaiki kelemahan dari teori atom
dalton dan mengemukakan teori atomnya yang dikenal sebagai Teori Atom
Thomson. Yang menyatakan bahwa:<br />
“Atom merupakan bola pejal yang bermuatan positif dan didalamya tersebar muatan negatif elektron”<br />
Model atomini dapat digambarkan sebagai jambu biji yang sudah
dikelupas kulitnya. biji jambu menggambarkan elektron yang tersebar
marata dalam bola daging jambu yang pejal, yang pada model atom Thomson
dianalogikan sebagai bola positif yang pejal. Model atom Thomson dapat
digambarkan sebagai berikut:<br />
<img alt="atom thomson" class="aligncenter size-medium wp-image-42" height="225" src="http://kimiamifkho.files.wordpress.com/2009/07/atom-thomson.jpg?w=300&h=225" title="atom thomson" width="300" /><br />
Kelemahan:<br />
Kelemahan model atom Thomson ini tidak dapat menjelaskan susunan muatan positif dan negatif dalam bola atom tersebut.<br />
<strong>3. Teori Atom Rutherford</strong><br />
Rutherford bersama dua orang muridnya (<strong>Hans Geigerdan Erners Masreden</strong>)
melakukan percobaan yang dikenal dengan hamburan sinar alfa (λ)
terhadap lempeng tipis emas. Sebelumya telah ditemukan adanya partikel
alfa, yaitu partikel yang bermuatan positif dan bergerak lurus, berdaya
tembus besar sehingga dapat menembus lembaran tipis kertas. Percobaan
tersebut sebenarnya bertujuan untuk menguji pendapat Thomson, yakni
apakah atom itu betul-betul merupakan bola pejal yang positif yang bila
dikenai partikel alfa akan dipantulkan atau dibelokkan. Dari pengamatan
mereka, didapatkan fakta bahwa apabila partikel alfa ditembakkan pada
lempeng emas yang sangat tipis, maka sebagian besar partikel alfa
diteruskan (ada penyimpangan sudut kurang dari 1°), tetapi dari
pengamatan Marsden diperoleh fakta bahwa satu diantara 20.000 partikel
alfa akan membelok sudut 90° bahkan lebih.<br />
Berdasarkan gejala-gejala yang terjadi, diperoleh beberapa kesipulan beberapa berikut:<br />
<ol>
<li>Atom bukan merupakan bola pejal, karena hampir semua partikel alfa diteruskan</li>
<li>Jika lempeng emas tersebut dianggap sebagai satu
lapisanatom-atom emas, maka didalam atom emas terdapat partikel
yang sangat kecil yang bermuatan positif.</li>
<li>Partikel tersebut merupakan partikelyang menyusun suatu inti
atom, berdasarkan fakta bahwa 1 dari 20.000 partikel alfa akan
dibelokkan. Bila perbandingan 1:20.000 merupakan perbandingan
diameter, maka didapatkan ukuran inti atom kira-kira 10.000 lebih
kecil daripada ukuran atom keseluruhan.</li>
</ol>
Berdasarkan fakta-fakta yang didapatkan dari percobaan tersebut, Rutherford mengusulkan model atom yang dikenal dengan <strong>Model Atom Rutherford</strong> yang menyatakan bahwa <em>Atom terdiri dari inti atom yang sangat kecil dan bermuatan positif, dikelilingi oleh elektron yang bermuatan negatif.</em>
Rutherford menduga bahwa didalam inti atom terdapat partikel netral
yang berfungsi mengikat partikel-partikel positif agar tidak saling
tolak menolak.<br />
Model atom Rutherford dapat digambarkan sebagai beriukut:<br />
<img alt="atom rutherford" class="aligncenter size-full wp-image-43" src="http://kimiamifkho.files.wordpress.com/2009/07/atom-rutherford.jpg?w=646" title="atom rutherford" /><br />
Kelemahan:<br />
Tidak dapat menjelaskan mengapa elektron tidak jatuh ke dalam inti atom.<br />
<strong>4. Teori Atom Bohr</strong><br />
<span>ada tahun 1913, pakar fisika Denmark bernama <strong>Neils Bohr</strong>
memperbaiki kegagalan atom Rutherford melalui percobaannya tentang
spektrum atom hidrogen. Percobaannya ini berhasil memberikan gambaran
keadaan elektron dalam menempati daerah disekitar inti atom. Penjelasan
Bohr tentang atom hidrogen melibatkan gabungan antara teori klasik dari
Rutherford dan teori kuantum dari Planck, diungkapkan dengan empat
postulat, sebagai berikut:</span><br />
<div>
<ol>
<li><span>Hanya ada seperangkat orbit tertentu yang diperbolehkan bagi satu elektron dalam atom hidrogen.</span> Orbit ini dikenal sebagai keadaan gerak stasioner (menetap) elektron dan merupakan lintasan melingkar disekeliling inti.</li>
<li><span>Selama elektron berada dalam lintasan stasioner, energi
elektron tetap sehingga tidak ada energi dalam bentuk radiasi yang
dipancarkan maupun diserap. </span></li>
<li><span>Elektron hanya dapat berpindah dari satu lintasan stasioner ke
lintasan stasioner lain. Pada peralihan ini, sejumlah energi tertentu
terlibat, besarnya sesuai dengan persamaan planck, </span>ΔE = hv<span>.</span></li>
<li><span>Lintasan stasioner yang dibolehkan memilki besaran dengan sifat-sifat tertentu, terutama sifat yang disebut <em>momentum sudut</em>. Besarnya momentum sudut merupakan kelipatan dari </span>h/2∏<span> atau n</span>h/2∏, dengan n adalah bilangan bulat dan h tetapan planck.</li>
</ol>
</div>
<div align="justify">
<span>Menurut model atom bohr, elektron-elektron mengelilingi inti pada lintasan-lintasan tertentu yang disebut<em><strong> kulit elektron</strong> </em></span>atau <em>tingkat energi.</em>
Tingkat energi paling rendah adalah kulit elektron yang terletak paling
dalam, semakin keluar semakin besar nomor kulitnya dan semakin tinggi
tingkat energinya.</div>
<div align="justify">
<img alt="atom Bohr" class="aligncenter size-medium wp-image-44" height="148" src="http://kimiamifkho.files.wordpress.com/2009/07/atom-bohr.gif?w=300&h=148" title="atom Bohr" width="300" /></div>
<div align="justify">
Kelemahan:</div>
<div align="justify">
Model atom ini tidak bisa menjelaskan spektrum warna dari atom berelektron banyak.</div>
<div align="justify">
</div>
<div align="justify">
<strong>5. Teori Atom Modern</strong></div>
<span><span>Model atom mekanika kuantum dikembangkan oleh Erwin Schrodinger (1926).</span>Sebelum
Erwin Schrodinger, seorang ahli dari Jerman Werner Heisenberg
mengembangkan teori mekanika kuantum yang dikenal dengan prinsip
ketidakpastian yaitu “Tidak mungkin dapat ditentukan kedudukan dan
momentum suatu benda secara seksama pada saat bersamaan, yang dapat
ditentukan adalah kebolehjadian menemukan elektron pada jarak tertentu
dari inti atom”.</span><br />
<div align="justify">
Daerah ruang di sekitar inti dengan kebolehjadian
untuk mendapatkan elektron disebut orbital. Bentuk dan tingkat energi
orbital dirumuskan oleh Erwin Schrodinger.Erwin Schrodinger memecahkan
suatu persamaan untuk mendapatkan fungsi gelombang untuk menggambarkan
batas kemungkinan ditemukannya elektron dalam tiga dimensi.</div>
<img alt="atom modern" class="aligncenter size-full wp-image-45" src="http://kimiamifkho.files.wordpress.com/2009/07/atom-modern.jpg?w=646" title="atom modern" /><br />
<span style="font-size: xx-small;">Persamaan Schrodinger</span><br />
<img alt="persamaan" height="39" src="http://kimia.upi.edu/utama/bahanajar/kuliah_web/2007/Vika%20Susanti/mekanika%20kuantum/kim20105.gif" width="234" /><br />
<table border="0" style="width: 77%px;">
<tbody>
<tr valign="top">
<td width="18%"><span><span style="font-size: xx-small;">x,y dan z<br />
Y<br />
m<br />
</span>ђ<span style="font-size: xx-small;"><br />
E<br />
V</span> </span></td>
<td width="82%"><span><span style="font-size: xx-small;">= Posisi dalam tiga dimensi<br />
= Fungsi gelombang<br />
= massa<br />
= h/2p dimana h = konstanta plank dan p = 3,14<br />
= Energi total<br />
= Energi potensial </span></span></td>
</tr>
</tbody>
</table>
<div align="justify">
Model atom dengan orbital lintasan elektron ini
disebut model atom modern atau model atom mekanika kuantum yang berlaku
sampai saat ini, seperti terlihat pada gambar berikut ini.</div>
<div align="justify">
Awan elektron disekitar inti menunjukan tempat
kebolehjadian elektron. Orbital menggambarkan tingkat energi elektron.
Orbital-orbital dengan tingkat energi yang sama atau hampir sama akan
membentuk sub kulit. Beberapa sub kulit bergabung membentuk kulit.Dengan
demikian kulit terdiri dari beberapa sub kulit dan subkulit terdiri
dari beberapa orbital. Walaupun posisi kulitnya sama tetapi posisi
orbitalnya belum tentu sama.</div>
<div align="justify">
<strong><span>Ciri khas model atom mekanika gelombang</span></strong></div>
<ol>
<li>
<div>
<span>Gerakan elektron memiliki sifat gelombang, sehingga
lintasannya (orbitnya) tidak stasioner seperti model Bohr, tetapi
mengikuti penyelesaian kuadrat fungsi gelombang yang disebut orbital
(bentuk tiga dimensi dari</span><span>kebolehjadian paling besar ditemukannya elektron dengan keadaan tertentu dalam suatu atom)</span></div>
</li>
<li>
<div>
<span>Bentuk dan ukuran orbital bergantung pada harga dari ketiga
bilangan kuantumnya. (Elektron yang menempati orbital dinyatakan dalam
bilangan kuantum tersebut)</span></div>
</li>
<li>
<div>
<span>Posisi elektron sejauh 0,529 Amstrong dari inti H menurut
Bohr bukannya sesuatu yang pasti, tetapi bolehjadi merupakan peluang
terbesar ditemukannya elektron.</span></div>
<div>
<span> </span></div>
<div>
<span> </span></div>
<div>
<span>Sumber : http://kimiamifkho.wordpress.com/2009/07/22/perkembangan-teori-atom/</span></div>
</li>
</ol>
Anonymoushttp://www.blogger.com/profile/00979134198345408495noreply@blogger.com1tag:blogger.com,1999:blog-7747932351238197730.post-26642519159248414492012-12-18T05:52:00.003-08:002012-12-18T05:52:49.757-08:00Model Atom Thomson<h2 id="pageName">
<br /></h2>
<div class="feature">
<div align="justify">
<a href="http://kimia.upi.edu/utama/bahanajar/kuliah_web/2007/Vika%20Susanti/thomson/v_model_4.jpg"><img alt="Thomson" border="0" height="139" src="http://kimia.upi.edu/utama/bahanajar/kuliah_web/2007/Vika%20Susanti/thomson/v_model_4.jpg" width="117" /></a><span class="style6"><br />
<br />
<br />
<br />
Berdasarkan penemuan tabung katode yang lebih baik oleh <strong>William Crookers</strong>, maka <strong>J.J. Thomson </strong>meneliti
lebih lanjut tentang sinar katode dan dapat dipastikan bahwa sinar
katode merupakan partikel, sebab dapat memutar baling-baling yang
diletakkan diantara katode dan anode. Dari hasil percobaan ini, Thomson
menyatakan bahwa sinar katode merupakan partikel penyusun atom (partikel
subatom) yang bermuatan negatif dan selanjutnya disebut<strong> elektron</strong>.<br />
Atom merupakan partikel yang bersifat netral, oleh karena elektron
bermuatan negatif, maka harus ada partikel lain yang bermuatan
positifuntuk menetrallkan muatan negatif elektron tersebut. Dari
penemuannya tersebut, Thomson memperbaiki kelemahan dari teori atom
dalton dan mengemukakan teori atomnya yang dikenal sebagai Teori Atom
Thomson.</span> Yang menyatakan bahwa: </div>
<blockquote>
<div align="justify" class="style6">
"Atom merupakan bola pejal yang bermuatan positif dan didalamya tersebar muatan negatif elektron" </div>
</blockquote>
<div align="justify" class="style6">
Model atomini dapat digambarkan
sebagai jambu biji yang sudah dikelupas kulitnya. biji jambu
menggambarkan elektron yang tersebar marata dalam bola daging jambu yang
pejal, yang pada model atom Thomson dianalogikan sebagai bola positif
yang pejal. Model atom Thomson dapat digambarkan sebagai berikut:</div>
<blockquote>
<div align="center" class="style6">
<a href="http://kimia.upi.edu/utama/bahanajar/kuliah_web/2007/Vika%20Susanti/thomson/Picture5.jpg"><img alt="model atom thomson" border="0" height="156" src="http://kimia.upi.edu/utama/bahanajar/kuliah_web/2007/Vika%20Susanti/thomson/Picture5.jpg" width="307" /></a></div>
</blockquote>
<div align="center" class="style6">
<br /></div>
<div align="center" class="style6">
<br /></div>
<div align="center" class="style6">
<br />
</div>
</div>
<div class="story">
<h3 class="style7">
Percobaan Sinar Katode</h3>
<div align="center">
<a href="http://kimia.upi.edu/utama/bahanajar/kuliah_web/2007/Vika%20Susanti/thomson/Picture2.jpg"><img alt="tabung sinar katode" border="0" height="203" src="http://kimia.upi.edu/utama/bahanajar/kuliah_web/2007/Vika%20Susanti/thomson/Picture2.jpg" width="307" /></a></div>
<div align="center">
<a href="http://kimia.upi.edu/utama/bahanajar/kuliah_web/2007/Vika%20Susanti/thomson/Picture3.jpg"><img border="0" height="196" src="http://kimia.upi.edu/utama/bahanajar/kuliah_web/2007/Vika%20Susanti/thomson/Picture3.jpg" width="300" /></a><a href="http://kimia.upi.edu/utama/bahanajar/kuliah_web/2007/Vika%20Susanti/thomson/Picture4.jpg"><img border="0" height="196" src="http://kimia.upi.edu/utama/bahanajar/kuliah_web/2007/Vika%20Susanti/thomson/Picture4.jpg" width="303" /></a></div>
<br />
</div>
<h3 class="style7">
Kelebihan dan Kelemahan Model Atom Thomson</h3>
<span class="style7">Kelebihan</span><br />
<span class="style6">Membuktikan adanya partikel lain yang
bermuatan negatif dalam atom. Berarti atom bukan merupakan bagian
terkecil dari suatu unsur. </span><br />
<span class="style7">Kelemahan</span><br />
<span class="style6">Model Thomson ini tidak dapat menjelaskan susunan muatan positif dan negatif dalam bola atom tersebut.</span><br />
<br />
<br />
<span class="style6">Sumber: http://kimia.upi.edu/utama/bahanajar/kuliah_web/2007/Vika%20Susanti/Thomson.html</span>Anonymoushttp://www.blogger.com/profile/00979134198345408495noreply@blogger.com0tag:blogger.com,1999:blog-7747932351238197730.post-39435480971874153612012-12-13T04:35:00.000-08:002012-12-13T04:35:00.888-08:00Astronomi dan Kosmologi<div style="text-align: justify;">
<strong>Astronomi</strong> ialah cabang
ilmu alam yang melibatkan pengamatan benda-benda langit (seperti halnya
bintang, planet, komet, nebula, gugus bintang, atau galaksi) serta
fenomena-fenomena alam yang terjadi di luar atmosfer Bumi (misalnya
radiasi latar belakang kosmik (radiasi CMB)). Ilmu ini secara pokok
mempelajari pelbagai sisi dari benda-benda langit — seperti asal-usul,
sifat fisika/kimia, meteorologi, dan gerak — dan bagaimana pengetahuan
akan benda-benda tersebut menjelaskan pembentukan dan perkembangan alam
semesta.</div>
<div style="text-align: justify;">
Astronomi sebagai ilmu adalah salah satu
yang tertua, sebagaimana diketahui dari artifak-artifak astronomis yang
berasal dari era prasejarah; misalnya monumen-monumen dari Mesir dan
Nubia, atau Stonehenge yang berasal dari Britania. Orang-orang dari
peradaban-peradaban awal semacam Babilonia, Yunani, Cina, India, dan
Maya juga didapati telah melakukan pengamatan yang metodologis atas
langit malam. Akan tetapi meskipun memiliki sejarah yang panjang,
astronomi baru dapat berkembang menjadi cabang ilmu pengetahuan modern
melalui penemuan teleskop.</div>
<div style="text-align: justify;">
Cukup banyak cabang-cabang ilmu yang
pernah turut disertakan sebagai bagian dari astronomi, dan apabila
diperhatikan, sifat cabang-cabang ini sangat beragam: dari astrometri,
pelayaran berbasis angkasa, astronomi observasional, sampai dengan
penyusunan kalender dan astrologi. Meski demikian, dewasa ini astronomi
profesional dianggap identik dengan astrofisika.</div>
<div style="text-align: justify;">
Pada abad ke-20, astronomi profesional
terbagi menjadi dua cabang: astronomi observasional dan astronomi
teoretis. Yang pertama melibatkan pengumpulan data dari pengamatan atas
benda-benda langit, yang kemudian akan dianalisis menggunakan
prinsip-prinsip dasar fisika. Yang kedua terpusat pada upaya
pengembangan model-model komputer/analitis guna menjelaskan sifat-sifat
benda-benda langit serta fenomena-fenomena alam lainnya. Adapun kedua
cabang ini bersifat komplementer — astronomi teoretis berusaha untuk
menerangkan hasil-hasil pengamatan astronomi observasional, dan
astronomi observasional kemudian akan mencoba untuk membuktikan
kesimpulan yang dibuat oleh astronomi teoretis.</div>
<div style="text-align: justify;">
Astronom-astronom amatir telah dan terus
berperan penting dalam banyak penemuan-penemuan astronomis, menjadikan
astronomi salah satu dari hanya sedikit ilmu pengetahuan di mana tenaga
amatir masih memegang peran aktif, terutama pada penemuan dan pengamatan
fenomena-fenomena sementara.</div>
<div style="text-align: justify;">
Astronomi harus dibedakan dari astrologi,
yang merupakan kepercayaan bahwa nasib dan urusan manusia berhubungan
dengan letak benda-benda langit seperti bintang atau rasinya. Memang
betul bahwa dua bidang ini memiliki asal-usul yang sama, namun pada saat
ini keduanya sangat berbeda</div>
<div style="text-align: justify;">
<strong>Astrofisika</strong> adalah
cabang astronomi yang berhubungan dengan fisika jagad raya, termasuk
sifat fisik (luminositas, kepadatan, suhu, dan komposisi kimia) dari
objek astronomi seperti planet, bintang, galaksi dan medium
antarbintang, dan juga interaksinya. Kosmologi adalah teori astrofisika
pada skala terbesar.</div>
<div style="text-align: justify;">
Dalam praktik, hampir semua riset
astronomi modern mecakup sebagian dari fisika. Nama sekolah program
kedoktoran (“Astrofisika” dan “astronomi”) di banyak tempat seperti AS
seringkali banyak menyangkut sejarah departemen tersebut daripada isi
programnya. </div>
<div style="text-align: justify;">
<strong>Kosmologi</strong> adalah ilmu
yang mempelajari struktur dan sejarah alam semesta berskala besar.
Secara khusus, ilmu ini berhubungan dengan asal mula dan evolusi dari
suatu subjek. Kosmologi dipelajari dalam astronomi, filosofi, dan agama.
Lihat juga kosmogoni.</div>
<div style="text-align: justify;">
Subjek dalam kosmologi mencakup:</div>
<div style="text-align: justify;">
Kosmologi fisik</div>
<ul>
<li>Dentuman Dahsyat <em>(Big Bang)</em>
<ul>
<li>Metrik Friedmann-Lemaître-Robertson-Walker</li>
<li>Bentuk alam semesta dalam teori dentuman dahsyat</li>
</ul>
</li>
<li>Prinsip kosmologi</li>
<li>Hukum Hubble
<ul>
<li>jarak ‘comoving’</li>
</ul>
</li>
<li>Latar belakang gelombang mikro kosmik (<em>Cosmic Microwave Background</em>/CMB)
<ul>
<li>Variansi kosmik</li>
</ul>
</li>
<li>Nukleosintesis dentuman dahsyat</li>
<li>Pembentukan dan evolusi galaksi</li>
<li>Struktur kosmos berskala besar – beberapa ratus Mpc – beberapa persen dari horison</li>
<li>Materi gelap</li>
<li>Energi gelap</li>
<li>Inflasi kosmik</li>
<li>Defeksi topologi</li>
<li>Takdir alam semesta</li>
</ul>
Karena kondisi ekstrem yang dipercaya terjadi pada beberapa menit
pertama dari sejarah alam semesta, kosmolog seringkali bekerja sama
dengan para ilmuwan dari area seperti fisika partikel.<br />
<strong>Kosmologi lainnya</strong><br />
<div>
Kosmologi non-standar</div>
<strong>Kosmologi filosofis</strong><br />
<ul>
<li>filsuf Presokratik</li>
<li>Prinsip Antropik</li>
</ul>
<strong>Kosmologi religius</strong><br />
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Kosmologi</div>
<img alt="WMAP.jpg" height="61" src="http://upload.wikimedia.org/wikipedia/commons/thumb/a/a5/WMAP.jpg/105px-WMAP.jpg" width="105" /><br />
<ul>
<li>Umur alam semesta</li>
<li>Big Bang</li>
<li>Comoving distance</li>
<li>Cosmic microwave background</li>
<li>Energi gelap</li>
<li>Materi gelap</li>
<li>metrik FLRW</li>
<li>Persamaan Friedmann</li>
<li>Formasi galaksi</li>
<li>Hukum Hubble</li>
<li>Inflasi</li>
<li>Struktur skala besar</li>
<li>Model Lambda-CDM</li>
<li>Nukleosintesis</li>
<li>Pergeseran merah</li>
<li>Bentuk alam semesta</li>
<li>Garis waktu kosmologi</li>
<li>Garis waktu alam semesta</li>
<li>Ultimate fate of the universe</li>
<li>Alam semesta</li>
</ul>
<br />
Sumber: http://perbintangan.wordpress.com/2012/02/11/astronomi-dan-kosmologi/Anonymoushttp://www.blogger.com/profile/00979134198345408495noreply@blogger.com0tag:blogger.com,1999:blog-7747932351238197730.post-24394640214274754622012-12-10T02:49:00.001-08:002012-12-10T02:49:13.544-08:00Permasalahan Pendidikan di Indonesia<!--[if gte mso 9]><xml>
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<br />
<div align="center" class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center; text-indent: .5in;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">BAB
I</span></b></div>
<div align="center" class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center; text-indent: .5in;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">PENDAHULUAN</span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 0in; mso-list: l3 level2 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .25in; text-align: justify; text-indent: .5in;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.1<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Latar
Belakang</span></b></div>
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Secara faktual,
kegiatan pendidikan merupakan kegiatan antar manusia, oleh manusia dan untuk
manusia. Oleh karena itu pembicaraan tentang pendidikan tidak pernah lepas dari
unsur manusia. Dari beberapa pendapat tentang pendidikan yang dikemukakan oleh
para ahli pendidikan pada umumnya sepakat bahwa pendidikan itu diberikan atau
diselenggarakan dalam rangka mengembangkan seluruh potensi manusia ke arah yang
positif.</span></div>
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Pendidikan, pada
dasarnya adalah proses kumunikasi yang didalamnya mengandung transformasi
pengetahuan, nilai-nilai dan keterampilan-keterampilan, di dalam dan di luar
sekolah yang berlangsung sepanjang hayat (life long process), dan generasi ke
generasi.Pendidikan sebagai gejala manusiawi dan sekaligus usaha sadar,
didalamnya tidak lepas dari keterbatsan-keterbatasan yang dapat melekat pada
peserta didik, pendidik, interaksi pendidik, serta.</span></div>
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Seseorang yang
menginginkan menjadi pendidik maka ia dipersyaratkan mempunyai kriteria yang
diinginkan oleh dunia pendidikan. Tidak semua orang bisa menjadi pendidik kalau
yang bersangkutan tidak bisa menunjukkan bukti dengan criteria yang ditetapkan.
Dalam hal ini oleh Dirto Hadisusanto, Suryati Sidharto, dan Dwi Siswoyo (1995)
syarat seorang pendidik adalah : (1) mempunya perasaan terpanggil sebagai tugas
suci, (2) mencintai dan mengasih-sayangi peserta didik, (3) mempunyai rasa
tanggung jawab yang didasari penuh akan tugasnya. Ketiga persyaratan tersebut
merupakan kesatuan yang tidak dapat dipisahkan satu sama lain. Orang terasa
terpanggil untuk mendidik maka ia mencintai peserta didiknya dan memiliki
perasaan wajib dalam melaksanakan tugasnya disertai dengan dedikasi yang tinggi
atau bertanggungjawab.</span></div>
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Menurut mereka
juga bahwa kompetensi yang harus dimiliki oleh seorang guru adalah:</span></div>
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">a. Kompetensi
professional</span></div>
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">b. Kompetensi
personal</span></div>
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">c. Kompetensi
social</span></div>
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">d. Paedagogi
guru</span></div>
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Namun untuk
konteks Indonesia, dewasa ini telah dirumuskan syarat kompetensi yang harus
dimiliki oleh seorang guru menurut UU No. 14 Tahun 2005 Tentang Guru dan Dosen.
Pada pasal 10 undang-undang tersebut disebutkan bahwa kompetensi guru meliputi
kompetensi pedagogik, kompetensi kepribadian, kompetensi sosial, dan kompetensi
profesional yang diperoleh melalui pendidikan profesi.Guru yang baik adalah
guru yang bisa menguasai ke empat kompetensi diatas. Dewasa ini banyak
kebijakan yang ditempuh pemerintah dalam upaya mencari sosok guru yang baik dan
memiliki kemampuan yang berkompoten. <br style="mso-special-character: line-break;" />
<br style="mso-special-character: line-break;" />
</span></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; mso-list: l3 level2 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify; text-indent: .5in;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.2<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Rumusan
Masalah</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; mso-add-space: auto; mso-list: l0 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: .75in; text-align: justify; text-indent: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Bagaimana
kualitas guru di Indonesia?</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; mso-add-space: auto; mso-list: l0 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: .75in; text-align: justify; text-indent: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Apa
saja factor yang menyebabkan rendahnya kualitas guru?</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; mso-list: l0 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: 40.5pt .75in; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Bagaimana
mengenai UU Guru dan Dosen?</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; mso-list: l0 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: .75in; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Apa
saja kendala dalam meningkatkan kualitas guru di Indonesia?</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; mso-list: l0 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: .75in; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Bagaimana
upaya meningkatkan kualitas guru di Indonesia?</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; mso-list: l3 level2 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .25in; text-align: justify; text-indent: .5in;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.3<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Tujuan
Penulisan</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; mso-list: l5 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: .75in; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Memaparkan
bagaimana kualitas di Indonesia saat ini.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; mso-list: l5 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: .75in; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Menjelaskan
factor yang menyebabkan rendahnya kualitas guru di Indonesia.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; mso-list: l5 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: .75in; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Menjelaskan
UU Guru dan Dosen.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; mso-list: l5 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: .75in; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Menjelaskan
kendala dalam meningkatkan kualitas guru di Indonesia.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; mso-list: l5 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: .75in; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Memberikan
upaya-upaya untuk meningkatkan kualitas guru di Indonesia.</span></div>
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<br /></div>
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<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; mso-list: l3 level2 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .25in; text-align: justify; text-indent: .5in;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.4<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Manfaat
Penulisan</span></b></div>
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<br /></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Penambahan pengetahuan dan wawasan
mengenai kualitas guru di Indonesia.</span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; mso-add-space: auto; mso-list: l2 level1 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Dapat berpartisipasi dalam menemukan
upaya untuk meningkatkan kualitas guru di Indonesia dan berperan aktif dalam
mensukseskan dan meningkatkan kembali kualitas guru di Indonesia.</span></div>
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<br /></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">BAB II</span></b></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">PEMBAHASAN</span></b></div>
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">2</span></b><b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">.</span></b><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">1</span></b><b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"> Kualitas </span></b><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Guru </span></b><b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">di Indonesia </span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">Seperti yang
telah kita ketahui, kualitas pendidikan di Indonesia semakin memburuk. Hal ini
terbukti dari kualitas guru, sarana belajar, dan murid-muridnya. Guru-guru
tentuya punya harapan terpendam yang tidak dapat mereka sampaikan kepada
siswanya. Memang, guru-guru saat ini kurang kompeten. Banyak orang yang menjadi
guru karena tidak diterima di jurusan lain atau kekurangan dana. Kecuali
guru-guru lama yang sudah lama mendedikasikan dirinya menjadi guru. Selain
berpengalaman mengajar murid, mereka memiliki pengalaman yang dalam mengenai
pelajaran yang mereka ajarkan. Belum lagi masalah gaji guru. Jika fenomena ini
dibiarkan berlanjut, tidak lama lagi pendidikan di Indonesia akan hancur
mengingat banyak guru-guru berpengalaman yang pensiun.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">Sarana
pembelajaran juga turut menjadi faktor semakin terpuruknya pendidikan di
Indonesia, terutama bagi penduduk di daerah terbelakang. Namun, bagi penduduk
di daerah terbelakang tersebut, yang terpenting adalah ilmu terapan yang
benar-benar dipakai buat hidup dan kerja. Ada banyak masalah yang menyebabkan
mereka tidak belajar secara normal seperti kebanyakan siswa pada umumnya,
antara lain guru dan sekolah. </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">“Guru Kencing berdiri, murid kecing berlari”. Pepatah ini
dapat memberi kita pemahaman bahwa betapa besarnya peran guru dalam dunia
pendidikan. Pada saat masyarakat mulai menggugat kualitas pendidikan yang
dijalankan di Indonesia maka akan banyak hal terkait yang harus dibenahi.
Masalah sarana dan prasarana pendidikan, sistem pendidikan, kurikulum, kualitas
tenaga pengajar (guru dan dosen), dll. Secara umum guru merupakan faktor
penentu tinggi rendahnya kualitas hasil pendidikan. Namun demikian, posisi
strategis guru untuk meningkatkan mutu hasil pendidikan sangat dipengaruhi oleh
kemampuan profesional, faktor kesejahteraannya, dll. Khusus guru, di Indonesia
untuk tahun 2005 saja terdapat kekurangan tenaga guru sebesar 218.838 (menurut
data direktorat tenaga kependidikan). Data Direktorat Tenaga Kependidikan, 2004
Dengan jumlah kekurangan guru yang cukup besar maka kita juga tidak dapat
berharap akan terciptanya kualitas pendidikan. Disamping itu masalah distribusi
guru juga tidak merata, baik dari sisi daerah maupun dari sisi sekolah. Dalam
banyak kasus, ada SD yang hanya memiliki tiga hingga empat orang guru sehingga
mereka harus mengajar secara paralel dan simultan.</span></div>
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Belum lagi hal yang berkaitan dengan prasyarat akademis,
baik itu menyangkut pendidikan minimal maupun kesesuaian latar belakang bidang
studi dengan pelajaran yang harus diberikan. Semisal, masih cukup banyak guru
SMA/SMK yang belum berkualifikasi pendidikan sarjana atau strata satu. Seperti
yang bersyaratkan dalam UU Guru dan Dasar.</span></div>
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Disamping kualifikasi akademis yang mendasar, guru juga
sangat jarang diikutkan untuk pelatihan-pelatihan untuk dapat meningkatkan
kemampuannya. Padahal seorang guru, secara garis besar harus mempunyai
kemampuan untuk : </span></div>
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">1. penguasaan materi/bahan pelajaran. </span></div>
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">2. perencanaan program proses belajar-mengajar. </span></div>
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">3. kemampuan dalam pelaksanaan proses belajar-mengajar. </span></div>
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">4. kemampuan penggunaan media dan sumber pelajaran. </span></div>
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">5. kemampuan evaluasi dan penilaian. </span></div>
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">6. kemampuan program penyuluhan dan bimbingan. </span></div>
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<br /></div>
<div style="line-height: 150%; text-align: justify; text-indent: .5in;">
<b style="mso-bidi-font-weight: normal;">2.2 Faktor Penyebab Rendahnya Kualitas Guru</b></div>
<div style="line-height: 150%; text-align: justify; text-indent: .5in;">
Rendahnya kualitas
guru tentu memprihatinkan kita semua. Padahal sebagai profesi yang
keberadaannya sudah cukup lama, masyarakat selalu menuntut lebih pada guru.
Citra guru masa kini adalah potret bangsa masa depan. Pernyataan
tersebut, walaupun ekstrim namun tidaklah terlalu keliru. Guru menentukan masa
depan bangsa kita. Ditangan gurulah masa depan bangsa kita ini dipertaruhkan.
Guru menjadi komponen yang paling penting dalam sistem pendidikan. Bahkan
menjadi jantung dan simbol pendidikan itu sendiri.</div>
<div style="line-height: 150%; text-align: justify; text-indent: .5in;">
Dunia
pendidikan nasional kita memang sedang menghadapi masalah yang demikian
kompleks. Begitu kompleksnya masalah itu, tidak jarang guru merupakan
pihak yang paling sering dituding sebagai orang yang paling bertanggung jawab
terhadap kualitas pendidikan. Asumsi demikian tentunya tidak semuanya benar,
mengingat teramat banyak komponen mikrosistem pendidikan yang ikut menentukan
kualitas pendidikan. Namun begitu, guru memang merupakan salah satu komponen
mikrosistem pendidikan yang sangat strategis dan banyak mengambil peran di
dalam proses pendidikan secara luas, khususnya dalam pendidikan persekolahan.</div>
<div style="line-height: 150%; text-align: justify; text-indent: .5in;">
Guru memang
merupakan komponen diterminan dalam pengelenggaraan pengembangan Sumber Daya
Manusia (SDM) dan menempati posisi kunci dalam Sistem Pendidikan Nasional
(Sisdiknas). Dampak kualitas kemampuan profesional dan kinerja guru bukan hanya
akan berkontribusi terhadap kualitas lulusan yang dihasilkan (<em>output</em>)
melainkan juga akan berlanjut pada kualitas kinerja dan jasa para lulusan
tersebut (<em>outcome</em>) dalam pembangunan, yang pada gilirannya kemudian
akan nampak pengaruhnya terhadap kualitas peradaban dan martabat hidup
masyarakat, bangsa serta umat manusia pada umumnya.</div>
<div style="line-height: 150%; text-align: justify; text-indent: .5in;">
Banyak faktor
yang menyebabkan mengapa kualitas guru demikian rendah. Mulai dari komitmen
pemerintah rendah, kesejahteraan yang minim, pembinaan dan perlindungan profesi
yang belum memadai, kualitas input, LPTK sebagai lembaga yang menghasilkan
guru, sampai kepada persoalan kinerja guru yang sangat rendah. Permasalahan itu
langsung atau tidak langsung akan berkaitan dengan masalah mutu profesionalisme
guru yang masih belum memadai. Padahal sudah sangat jelas hal tersebut ikut
menentukan mutu pendidikan nasional. Mutu pendidikan nasional yang rendah,
salah satu penyebabnya adalah mutu guru yang rendah.</div>
<div style="line-height: 150%; text-align: justify; text-indent: .5in;">
Selain faktor
di atas faktor lain yang menyebabkan rendahnya profesionalisme guru disebabkan
oleh antara lain; (1) masih banyak guru yang tidak menekuni profesinya secara
utuh. Hal ini disebabkan oleh banyak guru yang bekerja di luar jam kerjanya
untuk memenuhi kebutuhan hidup sehari-hari sehingga waktu untuk membaca dan
menulis untuk meningkatkan diri tidak memadai; (2) belum adanya standar
profesional guru sebagaimana tuntutan di negara-negara maju; (3) kemungkinan
disebabkan oleh adanya perguruan tinggi sebagai pencetak guru yang lulusannya
asal jadi tanpa mempehitungkan outputnya kelak di lapangan sehingga menyebabkan
banyak guru yang tidak patuh terhadap etika profesi keguruan; (4) kurangnya
motivasi guru dalam meningkatkan kualitas diri.</div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">2.3 UU Guru dan Dosen</span></b></div>
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Sejak awal pembahasan UU Guru dan Dosen, pertanyaan yang
banyak muncul di masyarakat luas adalah : “ Untuk siapa UU Guru dan Dosen
tersebut ? “ hal ini mengemuka karena ada kekhawatiran UU tersebut tidak dapat
memayungi seluruh guru. Dengan kata lain ditakutkan adanya proses diskriminasi
antara guru PNS dan guru swasta. </span></div>
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Khusus posisi guru swasta selama ini memang seolah-olah
tidak dipayungi oleh UU yang ada meskipun secara eksplisit sudah tercantum
dalam UU No. 20 Tahun 2003 tentang Sistem Pendidikan Nasional (Sisdiknas). Dari
sudut UU kepegawaian jelas tidak menkhususkan untuk guru, karena yang diatur
adalah pegawai pemerintah (PNS) sedangkan dari sudut UU Ketenagakerjaan juga
akan sangat sulit karena penyelenggara pendidikan adalah yayasan. Sehingga guru
tidak dapat dikatagorikan sebagai tenaga kerja atau buruh. Bisa dikatakan
sebelum UU Guru dan Dosen disahkan, guru-guru tidak mempunyai payung hukum yang
jelas. Yang memang mengatur segala sesuatu secara khusus yang menyangkut guru,
seperti halnya dengan UU Tenaga Kerja dan UU Kepegawaian. </span></div>
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Sekilas UU Guru dan Dosen : UU Guru dan Dosen mendapatkan
sambutan yang hangat, terutama dari kalangan pendidik. UU ini dianggap bisa
menjadi payung hukum unuk guru dan dosen tanpa adanya perlakuan yang berbeda
antara guru negeri dan swasta. Meskipun di beberapa bagian masih sangat hangat
diperbincangkan dan menjadi perdebatan yang sangat seru. UU Guru dan Dosen
secara gamblang dan jelas mengatur secara detail aspek-aspek yang selama ini
belum diatur secara rinci. Semisal, kedudukan, fungsi dan tujuan dari guru, hak
dan kewajiban guru, kompetensi dll. Yang perlu digaris bawahi dan mendapat
sambutan positif dari masyarakat terhadap UU Guru dan Dosen adalah hal-hal yang
menyangkut :</span></div>
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span>a. Kualifikasi,
kompetensi, dan sertifikasi. </span></div>
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">b. Hak dan kewajiban. </span></div>
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">c. Pembinaan dan pengembangan.</span></div>
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">d. Penghargaan, </span></div>
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">e. Perlindungan </span></div>
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">f. Organisasi profesi dan kode etik. </span></div>
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Enam indikator diatas belum diatur secara rinci, sehingga
sangat sulit untuk mengharapkan profesionalitas guru-guru di Indonesia. </span></div>
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Ada beberapa hal dalam UU Guru dan Dosen yang sampai saat
ini masih hangat dibicarakan, hal-hal tersebut adalah : </span></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Standardisasi.
</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">–
Standardisasi penyelenggaraan pendidikan.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Sampai
saat ini cukup banyak penyelenggara pendidikan (yayasan-yayasan) yang tidak
jelas keberadaannya. Dalam pelaksanaanya banyak lembaga pendidikan yang belum
memenuhi standar mutu pelayanan pendidikan dan standart mutu pendidikan yang
diharapkan. Hal ini disebabkan yayasan-yayasan tersebut terkesan memaksakan
diri untuk mendirikan lembaga pendidikan, sehingga banyak lembaga pendidikan
yang tidak layak, karena sarana dan prasarana pendidikan yang jauh dari
memadai, guru yang tidak kompeten, organisasi yang tidak dikelola dengan baik
dll. Penyelenggara pendidikan seperti diatas jumlahnya cukup besar di
indonesia. Dengan lahirnya UU Guru dan Dosen diharapkan dapat menjadi acuan
untuk memperbaiki kualitas mutu pelayanan pendidikan di masyarakat baik itu
negeri maupun swasta.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">-
Standardisasi kompetensi guru. </span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Hal ini
akan tercantum pada pasal 8 UU Guru dan Dosen yang menjelaskan tentang
Sertifikat Profesi Pendidik.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Pasal 8
menyebutkan : ”Guru wajib memiliki kualifikasi akademik, kompetensi, sertifikat
pendidik, sehat jasmani dan rohani, serta memiliki kemampuan untuk mewujudkan
tujuan pendidikan nasional”.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Banyak
pihak mengkhawatirkan program sertifikasi ini (yang diselenggarakan oleh LPTK)
nantinya akan menimbulkan masalah baru di dunia pendidikan, terutama yang
mengarah pada terciptanya lembaga yang menjadi sarang kolusi dan korupsi baru.
Yang pada akhirnya akan memperburuk kondisi pendidikan bangsa. Sedang semangat
dari pasal ini adalah untuk meningkatkan kompetensi pendidik itu sendiri, serta
berusaha lebih menghargai profesi pendidik. Dengan sertifikasi diharapkan lebih
menghargai profesi guru, dan meningkatkan mutu guru di Indonesia. Hal ini
dilakukan sebagai langkah menjadikan guru sebagai tenaga profesional.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Kesejahteraan
atau Tunjangan. </span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">11 item
Hak Guru yang tercantum pada pasal 14 UU Guru dan Dosen adalah bentuk
penghargaan pemerintah dan masyarakat kepada guru. Untuk indikator penghasilan
guru PNS sudah diatur Pasal 15 ayat 1. Guru berhak untuk mendapatkan tunjangan,
yaitu :</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">1.
Tunjangan profesi.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">2.
Tunjangan Fungsional.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">3.
Tunjangan Khusus. </span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Tiga jenis
tunjangan diatas diatur dalam pasal 16,17 dan 18 UU Guru dan Dosen. Tunjangan
profesi diberikan kepada guru baik guru PNS ataupun guru swasta yang telah
memiliki sertifikat pendidik.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Disamping
tunjangan diatas, guru juga berhak untuk memperoleh ”maslahat tambahan” yang
tercantum dalam pasal 19 UU Guru dan Dosen. Maslahat Tambahan tersebut meliputi
:</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">1.
Tunjangan pendidikan.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">2. Asuransi
pendidikan.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">3.
Beasiswa.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">4.
Penghargaan bagi guru.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">5.
Kemudahan bagi putra-putri guru untuk memperoleh pendidikan. </span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">6.
Pelayangan kesehatan. </span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">7. Bentuk
kesejahteraan lain. </span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Organisasi
profesi dan dewan kehormatan. </span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Dengan
lahirnya UU Guru dan Dosen ini diharapkan bida didirikan organisasi profesi
yang dapat mewadahi (terutama) guru yang dapat menjalankan fungsinya sebagai
orgnisasi profesi yang independen dan diharapkan dapat menjadi lembaga yang
benar-benar memperjuangkan nasib guru. Demikian pula dengan dewan kehormatan
yang tercipta dari organisasi profesi yang independent diharapkan menjadi
penngawal pelaksanaan kode etik guru.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Perlindungan</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Setiap
guru berhak mendapatkan perlindungan dalam melaksanakan tugasnya. Perlindungan
untuk guru meliputi : </span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">1.
Perlindungan hukum. Perlindungan hukum mencakup perlindugan atas tindak
kekerasan, ancaman, perlakuan diskriminatif, intimidasi, atau perlakuan tidak
adil. </span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">2.
Perlindungan profesi. Perlindungan profesi mencakup perlindungan terhadap
pemutusan hubungan kerja yang tidak sesuai dengan peraturan perundang-undangan,
pemberian imbalan yang tidak wajar, pelecehan terhadap profesi serta pembatasan
lain yang dapat menghambat guru dalam melaksanakan tugas. </span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">3.
Perlindungan keselamatan dan kesehatan kerja. Perlindungan ini mencakup
perlindungan terhadap risiko gangguan keamanan kerja, kecelakaan kerja,
kebakaran pada waktu kerja, bencana alam, kesehatan lingkungan kerja atau
resiko lain.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">UU Guru
dan Dosen mungkin masih harus di perdebatkan dalam rangka memperbaikinya di
masa yang akan datang. Apalagi ada beberapa hal memang tidak serta merta dapat
dilaksanakan. Pemberian tunjangan kepada seluruh guru, akan sangat terganturng
anggaran pemerintah. Sehingga pada saat anggaran pendidikan belum mencapai 20%
dari APBN maka akan sangat sulit dilaksanakan. Demikian pula dengan program
sertifikasi dll, masih memerlukan proses untuk pelaksanaan dan mencapai tujuan
yang diharapkan. </span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<br /></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Namun
diharapkan dengan adanya 2 (dua) undang-undang yaitu Undang-Undang No. 20 tahun
2003 tentang Sistem Pendidikan Nasional, UU Guru dan Dosen diharapkan akan
memperbaiki mutu pendidikan nasional secara keseluruhan. </span></div>
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">2.4 Kendala-kendala dalam Meningkatkan
Kualitas Guru</span></b></div>
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><br />
Adapaun kendala-kendala yang timbul dalam meningkatkan kualitas guru adalah:<br />
1. Masih banyak guru yang memiliki kompetensi keilmuan dan profesionalitas
rendah dan memprihatinkan.<br />
2. Masih banyak guru yang kurang terpacu dan termotivasi untuk memberdayakan
diri, mengembangkan profesionalitas diri dan memuthakirkan pengetahuan mereka
secara terus menerus dan berkelanjutan meskipun cukup banyak guru Indonesia
yang sangat rajin mengikuti program pendidikan.<br />
3. Masih banyak guru yang kurang terpacu, terdorong dan tergerak secara pribadi
untuk mengembangkan profesi mereka sebagai guru. Para guru umumnya masih kurang
mampu menulis karya ilmiah bidang pembelajaran, menemukan teknologi sederhana
dan tepat guna, membuat alat peraga pembelajaran, dan atau menciptakan karya
seni.<br />
4. Hanya sedikit guru Indonesia yang secara sungguh-sungguh, penuh kesadaran
diri untuk menjalin kesejawatan dan mengikuti pertemuan–pertemuan untuk
mengembangkan profesi .</span></div>
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Keempat hal di atas setidak-tidaknya merupakan bukti
pendukung bahwa mutu profesionalitas guru di Indonesia masih rendah. Kurang
memuaskan, bahkan memprihatinkan meskipun berbagai upaya pengembangan dan
peningkatan mutu profesionalitas sudah dilakukan oleh pemerintah. Hal itu
terjadi karena terdapat berbagai kendala pengembangan dan peningkatan mutu
profesionalitas guru di Indonesia, di antaranya adalah;<br />
a) Kendala personal berupa rendahnya kesadaran guru untuk mengutamakan mutu
dalam pengembangan diri, kurang termotivasinya guru untuk memiliki program
terbaik bagi pemberdayaan diri, tertanamnya rasa tidak berdaya dan tidak mampu
untuk mengembangkan profesi.<br />
b) Kendala ekonomis berupa terbatasnya kemampuan financial guru untuk secara
berkelanjutan mengembangkan diri, amat rendahnya penghasilan sebagai guru sehingga
memaksa mereka bekerja bermacam-macam, dan banyaknya pungutan dan pembiayaan
kepada mereka sehingga mengurangi kemampuan ekonomis untuk mengembangkan
profesi.<br />
c) Kendala struktural berupa banyaknya pihak yang mengatur dan mengawasi guru
sehingga mereka tidak bisa bekerja dengan tenang, rumitnya jenjang dan jalur
pengembangan profesi atau karier yang membuat mereka merasa tidak berdaya,
terlalu ketat dan kakunya berbagai birokrasi yang mengikat para guru, sehingga
tidak mampu mengembangkan kreativitas.<br />
d) Kendala sosial berupa rendahnya penghargaan masyarakat terhadap profesi
guru, kurangnya partisipasi masyarakat dalam upaya pengembangan profesi guru,
dan kurangnya fasilitas sosial bagi pengembangan profesi guru.<br />
e) Kendala budaya berupa rendahnya budaya kerja berorientasi mutu sehingga para
guru bekerja seadanya.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">2.5 Upaya Meningkatkan Kualitas Guru
di Indonesia</span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Salah satu cara
melihat kualitas guru dilakukan dengan melihat kualifikasi akademik yang
diperoleh oleh guru. Menurut Undang-undang Guru dan Dosen bahwa kualifikasi
akademik adalah jenjang pendidikan akademik yang harus dimiliki oleh guru dan
dosen sesuai dengan jenis jenjang dan satuan pendidikan formal ditempat
penugasan. Menurut Feisal (2000) apabila kita ingin memperbaiki salah satu
ranah kegiatan masyarakat dan atau pemerintahan, maka yang harus diperbaiki
pertama kali adalah sumber daya manusianya, baru sarana dan prasarana lainnya
apakah itu biaya, struktur organisasi, metodelogi, mekanisme dan sistem
eveluasinya. Silverius (1977:84); Zulfadli (2006) dengan kualitas manusia yang
cerdas dan handal akan mampu bertarung dalam era kompetitif. Kamajuan dan
persaingan di dunia yang semakin terbuka tidak mungkin dihadapi dengan kualitas
manusia yang serba pas-pasan. </span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Untuk
menciptakan sumber daya manusia yang berkualitas sehingga mampu bersaing secara
kompetitif hanya mungkin dicapai dengan pendidikan yang baik dan berkualitas.
Pendidikan yang berkualitas hanya mungkin dilakukan apabila orang-orang yang
terlibat dalam dunia pendidikan (guru) harus berkualitas, sebab tanpa guru yang
berkualitas, sulit menghasilkan murid yang berkualitas. Lalu seperti apa guru
yang berkualitas, menurut Muchtaridi (2004) guru yang berkualitas memiliki
ciri-ciri antara lain mengajar dimengerti oleh siswa, wawasan keilmuannya baik,
suri tauladan bagi pendidikan moral siswanya, dan punya keinginan untuk
meng-uprade dirinya, dan totalitas bagi pendidikan. Tilaar (1999) dalam
Sihombing (2001:48) mengatakan bahwa dalam kehidupan abad 21 menuntut manusia
unggul dan hasil karya unggul. Hanya manusia unggul yang dapat survice. Dengan
demikian hanya manusia yang unggul atau berkualitas yang mampu menghasilkan
sesuatu yang berkualitas.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Oleh karena itu
masalah sumber daya manusia perlu mendapat perhatian yang serius dari semua
pihak. Bahkan Aswandi menyatakan bahwa dalam era globalisasi guru yang
berkualitas sudah merupakan tuntutan dalam pendidikan (Pontianak Post, 25 April
2006). <br />
Dalam hubungan itu, maka tidaklah berlebihan bilamana Muchtaridi (2004)
menyatakan bahwa guru adalah ujung tombak dalam preoses pembelajaran. Meskipun
ada sejumlah faktor lainnya yang ikut menentukan efektivitas dan efisiensi
kualitas pembelajaran, faktor guru tetap menempati posisi yang strategis.
Bahkan Bloom (1976) dalam Tangyong (1996) menyatakan bahwa guru berada digarda
paling depan yang paling bertanggungjawab dalam transfer of knowledge kepada
muridnya. Tugas guru mendidik siswa untuk mencapai tujuan pendidikan. Maka
dapat dibayangkan apa yang akan terjadi jika para gurunya banyak yang tidak
berkualitas. Bagaimanapun sistem pendidikannya, jika guru kurang siap
melaksanakannya tetap saja hasilnya sama jelek. </span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Di sekolah
swasta bonafit, guru benar-benar dikontrol kualitasnya dengan berbagai program
yang diadakan Yayasan demi menjaga kualitas sekolah tersebut dan kepercayaan
dari orang tua murid, sehingga hasilnya sangat memuaskan. Sementara di sekolah
negeri yang gurunya pegawai negeri sipil (PNS) sudah terlanjur terjebak oleh
kalimat pahlawan tanpa pamrih, sehingga akibat posisi guru dimasyarakat terasa
dipinggirkan dan tersisihkan. Banyaknya kasus pemalsuan ijazah akhir-akhir ini
yang dilakukan baik oleh oknum guru itu sendiri maupun pihak luar merupakan
salah satu indikator bahwa posisi guru diremehkan. Atas dasar ini, maka yang
menjadi pertanyaan adalah bagaimana potret kualifikasi dan kualitas guru-guru
saat ini. </span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">Guru sebagai
tenaga pelaksana pembelajaran di sekolah harus memiliki kemampuan profesional.
Oleh sebab itu pembinaan profesionalisme guru secara terus menerus mutlak
diperlukan. </span><span lang="FI" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: FI; mso-fareast-font-family: "Times New Roman";">Salah satu sarana utama untuk meningkatkan kemampuan
profesional guru adalah melalui supervisi pendidikan. </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">Kegiatan
supervisi pendidikan merupakan bagian integral dari kegiatan manajemen
pendidikan di sekolah. Menurut Sergiovanni (1987) supervisi merupakan usaha sadar
untuk menstimulasi, mengkoordinasi dan membimbing secara kontinyu pertumbuhan
guru di sekolah baik secara individual maupun kelompok agar lebih mengerti dan
efektif dalam mewujudkan seluruh fungsi pembelajaran. Selanjutnya Depdikbud
(1994) menyatakan bahwa pembinaan profesional guru adalah pemberian bantuan
kepada guru terutama bantuan yang berwujud bimbingan profesional yang dilakukan
oleh kepala sekolah, pengawas, guru atau pembina lainnya untuk meningkatkan
proses dan hasil belajar mengajar.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman";">Kegiatan
supervisi pendidikan saat ini harus sejalan dengan desentralisasi pendidikan.
Sistem sentralisasi yang telah lama diterapkan diasumsikan kurang memberikan
kesempatan guru untuk leluasa dalam merencanakan, menemukan dan mengembangkan
pembelajaran. Bila ditinjau dari model pendekatan supervisi yang ada, akan
lebih tepat apabila mengacu kepada pendekatan supervisi diferensial (<i>differentiated
supervision</i>) (Wiyono, 2004). Supervisi diferensial adalah suatu pendekatan
supervisi yang memberikan pilihan layanan supervisi dalam pengembangan
pembelajaran. </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span lang="ES" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman";">Ada beberapa
alasan penggunaan supervisi diferensia</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">l</span><span lang="ES" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman";">. Dari perspektif professional</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">,</span><span lang="ES" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman";"> guru adalah
suatu profesi sehingga guru perlu diberdayakan dengan menekankan pada banyak
pilihan layanan supervisi. Jenis supervisi ini menerapkan seperangkat premis
yang berbeda yang memungkinkan guru memiliki peluang mengembangkan diri sesuai
dengan karakteristik dan kebutuhan yang dimiliki. Dari segi perspektif
organisasi, sekolah yang efektif mempunyai iklim khusus yang menekankan pada
sistem kolegialitas. Lingkungan kolegial memberikan kesempatan yang banyak
untuk berinteraksi dan menciptakan harapan dukungan yang besar. Sedangkan dari
sisi supervisor, supervisi diferensial akan memungkinkan supervisor memfokuskan
pada usaha sadar secara tepat sesuai dengan kebutuhan guru</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"> dan </span><span lang="ES" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman";">guru dapat
mengembangkan diri secara maksimal melalui teknik yang bervariasi </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span lang="ES" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman";">Ada tiga metode
pengembangan pembinaan guru: pengembangan intensif (<i>intensive development</i>),
pengembangan kooperatif (<i>cooperative development</i>), dan pengembangan diri
sendiri (<i>self directed development</i>) (Wiyono, 2004). Supervisi intensif
merupakan supervisi yang dilakukan oleh supervisor yang lebih tinggi, baik
kepala sekolah, wakil kepala sekolah, pengawas atau guru senior dan dilakukan
secara kontin</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">y</span><span lang="ES" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman";">u dan sistematis. </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">Tujuannya </span><span lang="ES" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman";">lebih </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">di</span><span lang="ES" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman";">fokuskan pada
pertumbuhan guru bukan evaluasi guru. Pengembangan kooperatif merupakan proses
pengembangan guru melalui teman sejawat. Tim kecil guru bekerja bersama untuk
memfasilitasi pertumbuhan profesionalnya. Kegiatan ini dapat dilakukan melalui
pengamatan antar kelas, dialog profesional, pengembangan kurikulum, supervisi
sejawat, pelatihan sejawat, dan penelitian tindakan. Sedangkan pengembangan
diri sendiri adalah proses pertumbuhan guru melalui usaha mandiri secara
independen. Kegiatan ini dilakukan melalui model berdasarkan tujuan atau model
diagnost</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">i</span><span lang="ES" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman";">k balikan</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"> sehingga </span><span lang="ES" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman";">guru bisa
mengidentifikasi kelemahan, menetapkan arah dan teknik sesuai dengan
karakteristik yang dimiliki secara independen. Model ini </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">dapat </span><span lang="ES" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman";">dilakukan
terutama bagi guru yang sudah memiliki taraf pertumbuhan jabatan yang cukup
tinggi.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Guru merupakan komponen paling menentukan dalam sistem
pendidikan secara keseluruhan, yang harus mendapat perhatian sentral, pertama
dan utama. Figur yang satu ini akan senantiasa menjadi sorotan strategis ketika
berbicara masalah pendidikan, karena guru selalu terkait dengan komponen
manapun dalam sistem pendidikan. Guru memegang peran utama dalam pembangunan
pendidikan, khususnya yang diselenggarakan secara formal di sekolah. Guru juga
sangat menentukan keberhasilan peserta didik, terutama dalam kaitannya dengan
proses belajar mengajar. Guru merupakan komponen yang paling berpengaruh
terhadap terciptanya proses dan hasil pendidikan yang berkualitas. Oleh karena
itu, upaya perbaikan apa pun yang dilakukan untuk meningkatkan kualitas
pendidikan tidak akan memberikan sumbangan yang siknifikan tanpa didukung oleh
guru yang profesional dan berkualitas. Dengan kata lain, perbaikan kualitas
pendidikan harus berpangkal dari guru dan berujung pada guru pula.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Adapun skenario yang diprogramkan untuk meningkatkan mutu
pendidik meliputi beberapa tahapan yang harus saling terkait. Langkah pertama
yang perlu diambil adalah tahapan yang dinilai sangat penting sebagai titik
awal (starting point) untuk melakukan langkah-langkah berikutnya.
langkah-langkah selanjutnya adalah tahapan yang harus dilakukan dalam
keseluruhan skenario, namun perlu diperhatikan hubungan antara tahapan yang
satu dengan tahapan yang lain. Selain itu, target atau tujuan harus jelas dalam
pencapaian tahapan yang ditentukan.<br />
1. Langkah pertama: peningkatan kesejahteraan guru</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Hak pendidik harus mendapat prioritas dalam kebijakan
pemerintah (khususnya Kepala Dinas Pendidikan). Beberapa hak-hak tersebut di
antaranya adalah hak untuk memperoleh penghasilan dan kesejahteraan dengan
standar upah yang layak. Dengan terpenuhinya hak-hak pendidik, maka para
pendidik dengan sendirinya akan mempunyai tanggung jawab untuk mengejar
prestasi. Itulah sebabnya, maka langkah pertama ini dinilai amat vital dan
strategis untuk meningkatkan mutu pendidik dan tenaga kependidikan. Alasan
dalam mengambil langkah ini sebagai yang pertama adalah peningkatan gaji dan
kesejahteraan merupakan langkah yang memiliki dampak yang paling berpengaruh
terhadap langkah-langkah lainnya. Selain itu, kenaikan gaji dapat dilakukan
secara menyeluruh dan bertahap. Hal ini terkait dengan semakin maraknya tindak
korupsi di negeri ini (Indonesia).</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Berkaitan dengan korupsi ini, pendidik (guru) merupakan
pelaku sekaligus korban korupsi. Guru sebagai korban korupsi adalah perlakuan
tidak adil pejabat dalam tingkatan di atasnya (baik dinas, maupun cabang
dinasnya), yang kadang memotong gaji guru untuk sejumlah alasan (kepentingan
yang tidak terarah tujuannya). Sedangkan, guru sebagai pelaku korupsi dikarenakan
tiga alasan, yaitu Pertama, pendapatan yang diterima guru kurang dibandingkan
pengeluaran untuk kehidupan pribadi, ditambah untuk pengeluaran dalam mendukung
proses pembelajaran. Kedua, guru tidak diikutkan untuk menentukan kebijakan di
sekolah. Secara umum, guru hanya diposisikan sebagai educator. “Hasil
penelitian Indonesian Corruption Watch pada beberapa kota di Indonesia secara
umum menunjukkan bahwa guru tidak mengetahui kebijakan sekolah. Bahkan banyak
yang mengaku belum pernah melihat rencana anggaran pendapatan dan belanja
sekolah (APBS) di sekolahnya” (Hidayat, 2010). Ketiga, guru merupakan pegawai
bawah di antara penyelenggara pendidikan lain, seperti kepala sekolah dan
pejabat dinas pendidikan, sehingga selain menjadi korban obyekan atasan, porsi
anggaran atau pendapatan yang diperoleh pun biasanya kecil. “Penelitian
Indonesian Corruption Watch pada APBS beberapa sekolah di Jakarta dan Tangerang
memperlihatkan bahwa alokasi anggaran untuk guru tidak mencapai setengah porsi
untuk kepala sekolah” (Hidayat, 2010).Dengan demikian, usaha memberantas
korupsi ini bisa diawali dengan perjuangan memperbaiki nasib (kesejahteraan)
para guru. Jika standar gaji dinaikkan itu sudah layak, maka kenaikan gaji
dapat diikuti dengan standar kompetensi yang tinggi pula. Oleh karena itu,
terdapat berbagai pangkat dan golongan pegawai, maka kenaikan gajinya juga
diselaraskan dengan pangkat dan golongan pegawai tersebut. Dengan demikian, uji
kompetensi harus dilakukan secara jujur dan transparan. Untuk itu, maka instrumen
uji kompetensi harus disiapkan secara matang. Jangan sampai terjadi kecurangan
dalam proses uji kompetensi ini. Jika terjadi kecurangan dalam pelaksanaan uji
kompetensi, maka secara otomatis akan dapat merusak seluruh komponen dalam
sistem ini. Langkah pertama ini akan berjalan dengan lebih mantap jika sistem
pembayaran gajinya telah dilaksanakan melalui bank (secara pribadi).</span></div>
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2. Langkah kedua: alih tugas profesi dan rekruitmen guru</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Langkah kedua ini merupakan konsekuensi dari langkah
pertama, sehingga para pendidik yang tidak memenuhi standar kompetensi harus
dialihtugaskan kepada profesi lain. Para pendidik harus rela dialihtugaskan ke
profesi yang lain, misalnya menjadi tenaga administrasi atau yang lain, jika
para pendidik tersebut telah diberikan kesempatan untuk mengikuti diklat dan
pembinaan secara intensif, tetapi tidak menunjukkan adanya perkembangan positif
kompetensi untuk menjadi pendidik profesional.Untuk mengganti tenaga pendidik
yang telah dialihtugaskan ke profesi lain tersebut perlu adanya seleksi
(rekruitmen) secara jujur dan transparan, sesuai standar kualifikasi yang telah
ditetapkan. Rekruitmen pendidik yang jujur dan transparan ini dilakukan dalam
rangka mereformasi pendidikan.</span></div>
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3. Langkah ketiga: membangun sistem sertifikasi pendidik</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Langkah ini akan memberikan dukungan bagi pelaksanaan
langkah pertama. Tahapan ini sangat berat, karena terkait dengan anggaran
belanja negara yang sangat besar. Prasyarat yang harus dipernuhi, yaitu untuk
pendidik yang akan diangkat menjadi Pegawai Negeri Sipil (PNS) harus sesuai
standar minimal kualifikasi pendidikan. Sementara bagi guru yang sudah memiliki
pengalaman tidak perlu dituntut untuk memenuhi standar ijazah tersebut, karena
akan menyebabkan terjadinya apa yang disebut dengan ‘jual beli ijazah’ yang
juga dikenal dengan ‘sekolah tidak ijazah ada’ (STIA). Bagi pendidik yang telah
berpengalaman diperlukan adanya pendidikan profesi dan sistem diklat berjenjang
yang harus dihargai setara dengan kualifikasi pendidikan tertentu. Jika sistem
sertifikasi ini telah mulai berjalan, maka sistem kenaikan pangkat bagi
pendidik sudah waktunya disesuaikan. Kenaikan pangkat pendidik bukan hanya
sebagai proses administrasi saja, melainkan proses penting dalam sertifikasi
yang berdasarkan kompetensi yang dimiliki para pendidik.</span></div>
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4. Langkah keempat: membangun standar pembinaan karir (career development path)</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Seiring dengan pelaksanaan sertifikasi tersebut, disusunlah
satu standar pembinaan karier. Sistem itu harus dalam bentuk dokumen yang
disahkan dalam bentuk undang-undang atau setidaknya berupa peraturan pemerintah
yang harus dilaksanakan oleh aparat otonomi daerah. Sebagai contoh, untuk
menjadi instruktur, kepala sekolah, atau pengawas, seorang pendidik harus
memiliki standar kompetensi yang diperlukan, dan harus melalui proses
pencapaian yang telah diberlakukan tersebut. Standar pembinaan karir dapat
dilaksanakan dengan baik apabila sistem sertifikasi pendidik dan sistem
kenaikan pangkat pegawai berdasarkan sertifikasi sudah berjalan.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">5.
Langkah kelima: peningkatan kompetensi melalui kegiatan diklat, dan pendidikan
profesi, serta melibatkan organisasi pembinaan profesi tenaga pendidik<br />
Sebagaimana dijelaskan pada langkah sebelumnya, proses rekruitmen guru baru
harus dilaksanakan secara jujur dan transparan, dengan menggunakan standar
kualifikasi yang telah ditetapkan. Sedangkan, untuk para pendidik yang sudah
berpengalaman perlu diberikan kesempatan untuk mengikuti penataran yang
dilaksanakan oleh lembaga inservice training terakreditasi. Selain itu, para
pendidik juga disyaratkan untuk mengikuti pendidikan profesi yang dapat
dilaksanakan oleh lembaga tenaga kependidikan (LPTK) terakreditasi.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Upaya peningkatan kompetensi bagi pendidik harus
dilaksanakan dengan program yang jelas. Jumlah pendidik yang besar di negeri ini
memerlukan penanganan secara sinergis oleh semua instansi yang terkait dengan
preservice education, inservice training, dan on the job training. Kegiatan
sinergis peningkatan mutu pendidik juga harus melibatkan organisasi pembinaan
profesi guru, seperti Kelompok Kerja Guru (KKG), Musyawarah Guru Mata Pelajaran
(MGMP), Musyawarah Kerja Kepala Sekolah (MKKS), dan Musyawarah Kerja Penilik
atau Pengawas Sekolah (MKPS), termasuk PGRI sebagai wadah organisasi perjuangan
para guru.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Pembinaan profesional guru melalui KKG, MGMP, MKKS, dan
MKPS, tidak hanya membicarakan permasalahan yang terjadi pada situasi saat itu
saja, tetapi sangat perlu adanya pengembangan dengan pembuatan program yang
disusun pada saat ajaran baru, sehingga ada tujuan yang jelas untuk dievaluasi
di tiap akhir tahun. Selama ini, semua kegiatan tersebut berjalan seperti
biasa. Namun, belum terlihat manfaat atau hasilnya.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Oleh karena itu, pembinaan profesional guru diharapkan
memiliki kegiatan rutin yang inovatif, seperti mengadakan lomba pembuatan
rancangan teknologi bagi peserta didik, mengadakan acara seminar untuk guru
bidang studi tertentu.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Peningkatan kualitas guru tidak dapat dilakukan secara
spektakuler, coba-coba dan instan. Peningkatan kualitas harus berdasarkan data,
tujuan, sasaran dan target yang jelas. Evaluasi ketercapainyapun harus
dilakukan secara cermat, dikomunikasikan objektif, dan terbuka. Inilah bagian
dari tantangan peningkatan kualitas guru di sekolah. </span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Adapun upaya yang lain untuk meningkatkan mutu dan kualitas
guru adalah:</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">1.
Dalam upaya peningkatan mutu guru melalui pendidikan dalam jabatan, penekanan
diberikan pada kemampuan guru agar dapat meningkatkan efektifitas mengajar,
mengatasi persoalan-persoalan praktis dan pengelolaan PBM, dan meningkatkan
kepekaan guru terhadap perbedaan individu para siswa yang dihadapinya.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">2.
Pembinaan mutu guru perlu secara sungguh-sungguh memberikan perhatian, melatih
kepekaan guru terhadap para siswa yang semakin beragam, terutama pada
pendidikan dasar sebagai konsekuensi dari semakin terbukanya akses peserta
didik terhadap sekolah.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">3.
Dalam rangka peningkatan mutu guru, lembaga-lembaga Diklat (PPG dan BPG) di
lingkungan Depdiknas perlu lebih dioptimalkan peranannya sesuai dengan tugas
dan fungsinya.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">4.
Sesuai dengan prisip-prinsip peningkatan mutu berbasis sekolah dan semangat
desentralisasi, sekolah diberi kewenangan yang lebih besar untuk menentukan apa
yang terbaik untuk meningkatkan mutu guru-gurunya.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">5.
Mengikuti program sertifikasi, dalam UUD RI No. 14 Tahun 2005 tentang guru dan
dosen, dikemukan bahwa sertifikasi adalah proses pemberian sertifikat guru dan
dosen.Sertifikasi guru dapat diartikan sebagai suatu proses pemberian pengakuan
bahwa seseorang telah memiliki kompetensi untuk melaksanakan pelayanan
pendidikan pada satuan pendidikan tertentu, setelah lulus uji kompetensi oleh
lembaga sertifikasi.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">6.
Menaikan upah dan gaji guru. Dengan menaikan upah dan gaji guru maka akan
meningkatkan kesejahteraan guru sehingga guru lebih serius dan bertanggung jawab
dalam menjalankan profesinya.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">7. Guru memiliki pengetahuan dan keterampilan Pengetahuan
dan keterampilan bagi seorang guru merupakan suatu hal yang mutlak, guru
sebagai seorang komunitator harus memiliki syarat, yaitu terampil
berkomunikasi, sikap, pengetahuan, dan sistem social budaya. Disamping itu guru
senantiasa mengembangkan diri dengan pengetahuan yang mendukung
profesionalitasnya dengan ilmu pendidikan, menguasai secara penuh materi yang
diajar serta selalu mengembangkan model pembelajaran. Jadi, untuk meningkatkan
kualitas guru sebaiknya guru memiliki pengetahuan yang luas dan berbagai
keterampilan.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">8.
Mengutamakan layanan Guru sebagai tenaga professional akan melayani siswanya
untuk mengembangkan diri lebih maju, berpikir kritis, kreatif, mengambil
keputusan dan memecahkan masalah serta tidak membedakan antara satu siswa
dengan lainnya.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">9.
Memiliki kesatuan atau organisasi Suatu profesi perlu memiliki kesatuan atau
organisasi profesi yang berfungsi sebagai lembaga pengendali keseluruhan
profesi itu, baik secara mandiri maupun secara bersama-sama dengan pihak lain
yang relevan.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">10.
Mendapat pengakuan orang lain terhadap pekerjaan guru. Sekarang pengakuan
terhadap seorang guru hanya tinggal sebatas nama kenangan, bahwa beliau adalah
guruku, ustadku, kepedulian terhadap jasa yang diberi oleh guru telah tertindas
oleh kesibukan material, dan kadang-kadang guru diukur dengan material sehingga
ada kecenderungan guru yang materialistis.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">11.
Menghapus diskriminasi status guru yang saat ini beragam.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">BAB III</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">PENUTUP</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">3.1 Kesimpulan</span></b></div>
<div style="line-height: 150%; text-align: justify; text-indent: .5in;">
Banyak faktor
yang menyebabkan mengapa kualitas guru demikian rendah. Mulai dari komitmen
pemerintah rendah, kesejahteraan yang minim, pembinaan dan perlindungan profesi
yang belum memadai, kualitas input, LPTK sebagai lembaga yang menghasilkan guru,
sampai kepada persoalan kinerja guru yang sangat rendah. Permasalahan itu
langsung atau tidak langsung akan berkaitan dengan masalah mutu profesionalisme
guru yang masih belum memadai. Padahal sudah sangat jelas hal tersebut ikut
menentukan mutu pendidikan nasional. Mutu pendidikan nasional yang rendah,
salah satu penyebabnya adalah mutu guru yang rendah.</div>
<div style="line-height: 150%; text-align: justify; text-indent: .5in;">
Selain faktor
di atas faktor lain yang menyebabkan rendahnya profesionalisme guru disebabkan
oleh antara lain; (1) masih banyak guru yang tidak menekuni profesinya secara
utuh. Hal ini disebabkan oleh banyak guru yang bekerja di luar jam kerjanya
untuk memenuhi kebutuhan hidup sehari-hari sehingga waktu untuk membaca dan
menulis untuk meningkatkan diri tidak memadai; (2) belum adanya standar profesional
guru sebagaimana tuntutan di negara-negara maju; (3) kemungkinan disebabkan
oleh adanya perguruan tinggi sebagai pencetak guru yang lulusannya asal jadi
tanpa mempehitungkan outputnya kelak di lapangan sehingga menyebabkan banyak
guru yang tidak patuh terhadap etika profesi keguruan; (4) kurangnya motivasi
guru dalam meningkatkan kualitas diri.</div>
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Ada beberapa hal dalam UU Guru dan Dosen yang sampai saat
ini masih hangat dibicarakan, hal-hal tersebut adalah : </span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Standardisasi. </span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">-
Standardisasi penyelenggaraan pendidikan.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">-
Standardisasi kompetensi guru. </span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Kesejahteraan
atau Tunjangan. </span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Organisasi
profesi dan dewan kehormatan. </span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Perlindungan</span></div>
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<br /></div>
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<span lang="FI" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: FI; mso-fareast-font-family: "Times New Roman";">Salah satu sarana utama untuk meningkatkan kemampuan
profesional guru adalah melalui supervisi pendidikan. </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">Kegiatan
supervisi pendidikan merupakan bagian integral dari kegiatan manajemen
pendidikan di sekolah.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">3.2 Saran</span></b></div>
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<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Permasalahan pendidikan yang terjadi di Indonesia
mengakibatkan rendahnya kualitas pendidikan di Indonesia.<span style="mso-spacerun: yes;"> </span>Rendahnya kulitas pendidikan di Indonesia
menyebabkan keterbelakangan Sumber Daya Manusia Indonesia yang pada akhirnya
berdampak pada keterlambatan pembangunan di Indonesia.<span style="mso-spacerun: yes;"> </span>Hal ini tentu tidak di inginkan, oleh karena
itu marilah kita bersama-sama mengaasi berbagai permasalahan yang terjadi.<span style="mso-spacerun: yes;"> </span>Sehingga Negara Indonesia tidak selamanya
menjadi follower perkembangan bangsa lain.<span style="mso-spacerun: yes;">
</span></span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"></span></b></div>
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<br /></div>
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<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">DAFTAR PUSTAKA</span></b></div>
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<a href="http://www.m-edukasi.web.id/2012/06/upaya-peningkatan-kualitas-pendidikan.html"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">http://www.m-edukasi.web.id/2012/06/upaya-peningkatan-kualitas-pendidikan.html</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .25in; text-align: justify;">
<a href="http://alvyanto.blogspot.com/2012/01/peningkatan-mutu-tenaga-pendidik.html#ixzz2EAzs75rM"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">http://alvyanto.blogspot.com/2012/01/peningkatan-mutu-tenaga-pendidik.html#ixzz2EAzs75rM</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: .25in;">
<a href="http://abdulmadjid.staff.umy.ac.id/?p=24"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">http://abdulmadjid.staff.umy.ac.id/?p=24</span></a><u><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></u></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .25in; text-align: justify;">
<a href="http://sitichotijah269.wordpress.com/tugas-kuliah/tugas-internet-desing/artikel-masalah-pendidikan-di-indonesia/"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">http://sitichotijah269.wordpress.com/tugas-kuliah/tugas-internet-desing/artikel-masalah-pendidikan-di-indonesia/</span></a><u><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></u></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .25in; text-align: justify;">
<a href="http://arkandien.blogspot.com/2009/03/kualitas-dan-kesejahteraan-guru-masalah.html"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">http://arkandien.blogspot.com/2009/03/kualitas-dan-kesejahteraan-guru-masalah.html</span></a><u><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></u></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .25in; text-align: justify;">
<br /></div>
Anonymoushttp://www.blogger.com/profile/00979134198345408495noreply@blogger.com0tag:blogger.com,1999:blog-7747932351238197730.post-79521607096491963682012-12-09T15:57:00.001-08:002012-12-09T15:57:42.642-08:00Arti dan Tujuan Pendidikan di Indonesia<!--[if !mso]>
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<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 16.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">MAKALAH</span></b></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; tab-stops: 56.7pt 70.9pt; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 16.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">DASAR-DASAR
MIPA</span></b></div>
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<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; tab-stops: 141.75pt 241.0pt; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-no-proof: yes;"><img height="195" src="file:///C:/Users/ayu/AppData/Local/Temp/msohtmlclip1/01/clip_image002.jpg" width="191" /></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;"></span></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">ARTI PENDIDIKAN DAN TUJUAN PENDIDIKAN</span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;"></span></b></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">DI INDONESIA</span></b></div>
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<br /></div>
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<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">Disusun Oleh :</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;"> Kelompok IV</span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">Devi Afriani</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">/</span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">A1C311036</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">Nurmadiah/A1C311062</span></b></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">Sri Rahayu/A1C311055</span></b></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">JR. Turizka Emilda/A1C309007</span></b></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">Debora Natalia/A1C311044</span></b></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">Hendra Sucipto/A1C311019</span></b></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">Wisnu Rahmat Saputra/A1C311005</span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in;">
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<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">PENDIDIKIAN FISIKA REGULER A</span></b></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">FAKULTAS KEGURUAN DAN ILMU PENDIDIKAN</span></b></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">UNIVERSITAS JAMBI</span></b></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">2012</span></b></div>
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<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">BAB I</span></b></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">PENDAHULUAN</span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">1.1 </span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Latar
Belakang</span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"></span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; text-indent: 35.4pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Sejak zaman perjuangan kemerdekaan dahulu, para pejuang serta perintis
kemerdekaan sebenarnya telah menyadari bahwa pendidikan merupakan faktor yang
sangat vital dalam usaha untuk mencerdaskan kehidupan bangsa serta
membebaskannya dari belenggu penjajahan. Oleh karena itu, mereka berpendapat
bahwa disamping melalui organisasi politik, perjuangan ke arah kemerdekaan
perlu dilakukan melalui jalur pendidkan. Mengingat bahwa sistem pendidikan
pemerintah kolonial masa itu tidak demokratis karena bersifat elit,
diskriminatif dan diorientasikan pada kepentingan pemerintah penjajahan, maka
sistem pendidikan yang sudah ada perlu dibina dan dikembangkan untuk menjangkau
kepentingan rakyat secara lebih luas.</span></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-bottom: .0001pt; margin: 0in; mso-add-space: auto; text-align: justify; text-indent: 35.4pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Menurut Zulfan (2007) dalam artikelnya menyebutkan bahwa
pendidikan merupakan faktor utama untuk menuju kemajuan sebuah negara. Bila
mutu pendidikan berkualitas, tak ayal sumber daya manusia dari suatu bangsa
akan turut berkualitas. Untuk mendapatkan itu, kunci utamanya adalah manajemen
yang baik dari sektor pendidikan tersebut yang dimulai dari metode pengajaran,
penyediaan sarana atau prasarana serta teknis lainnya yang menyangkut upaya
meningkatkan mutu pendidikan.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; text-indent: 35.4pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Di sisi lain, Ratih (2010) di dalam artikelnya mengatakan bahwa </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-language: IN;">pendidikan di Indonesia saat ini
masih sangat kurang. </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Yang kita rasakan sekarang adalah adanya
ketertinggalan didalam mutu pendidikan</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">
Dan hasil itu diperoleh setelah kita membandingkannya dengan negara lain.
Pendidikan memang telah menjadi penopang dalam meningkatkan sumber daya manusia
Indonesia untuk pembangunan bangsa. Oleh karena itu, kita seharusnya dapat
meningkatkan sumber daya manusia Indonesia yang tidak kalah bersaing dengan
sumber daya manusia di negara-negara lain.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"></span></div>
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<br /></div>
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<br /></div>
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<br /></div>
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<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">1.2 Rumusan Masalah</span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Berdasarkan latar
belakang yang telah dikemukakan, maka permasalahan yang dapat penulis rumuskan
dalam penulisan </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">makalah</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">
ini antara lain</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">:</span></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 21.3pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l2 level1 lfo1; text-align: justify; text-indent: -21.3pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Apakah
pengertian pendidikan dan bagaimana kondisi pendidikan di Indonesia?</span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 21.3pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l2 level1 lfo1; text-align: justify; text-indent: -21.3pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Bagaimanakah
tujuan pendidikan di Indonesia?</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">1.3 Tujuan Penulisan</span></b></div>
<div class="MsoBodyText" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; text-indent: 35.45pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-weight: bold;">Tujuan yang ingin dicapai dalam penulisan karya
tulis ini adalah:</span></div>
<div class="MsoBodyText" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 21.3pt; margin-right: 0in; margin-top: 0in; mso-list: l5 level1 lfo2; text-align: justify; text-indent: -21.3pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-weight: bold;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-weight: bold;">Menjelaskan pengertian pendidikan dan
mendeskripsikan kondisi pendidikan di Indonesia.</span></div>
<div class="MsoBodyText" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 21.3pt; margin-right: 0in; margin-top: 0in; mso-list: l5 level1 lfo2; text-align: justify; text-indent: -21.3pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-weight: bold;"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-weight: bold;">Mendeskripsikan bagaimana tujuan pendidikan di
Indonesia.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-weight: bold;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-weight: bold;"></span></div>
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<br /></div>
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<br /></div>
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<br /></div>
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<br /></div>
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<b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">BAB
II</span></b></div>
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<b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">PEMBAHASAN</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2.1<span style="font: 7.0pt "Times New Roman";"> </span></span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Pengertian pendidikan</span></b></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Pendidikan diartikan menurut beberapa pengertian,
diantaranya:</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Definisi
awam</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Pendidikan adalah suatu cara untuk
mengembangkan keterampilan, kebiasaan dan sikap-sikap yang diharapkan dapat
membuat seseorang menjadi warga negara yang baik.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Menurut
Kamus Besar Bahasa Indonesia</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Pendidikan
adalah proses pengubahan sikap dan tata laku seseorang atau kelompok orang
dalam usaha mendewasakan manusia melalui upaya pengajaran dan pelatihan;
proses, cara, pembuatan mendidik.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Menurut
Undang-Undang</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">UU SISDIKNAS No.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">2 tahun 1989 : pendidikan adalah usaha
sadar untuk menyiapkan peserta didik melalui kegiatan bimbingan, pengajaran,
dan latihan bagi peranannya di masa yang akan datang.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">UU SISDIKNAS No. 20 tahun 2003 :
pendidikan adalah usaha sadar dan terencana untuk mewujudkan suasana belajar
dan proses pembelajaran agar peserta didik secara aktif mengembangkan potensi
dirinya untuk memiliki kekuatan spiritual keagamaan,</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">pe</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">n</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">gendalian
diri, kepribadian, kecerdasan, akhlak mulia, serta keterampilan yang diperlukan
dirinya dan masyarakat.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Menurut bahasa</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Bahasa Yunani : berasal dari kata
Pedagogi, yaitu dari kata “paid” artinya anak dan “agogos” artinya membimbing.
Itulah sebabnya istilah pedagogi dapat diartikan sebagai “ilmu dan seni
mengajar anak”.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Bahasa Romawi : berasal dari kata
educare, yaitu mengeluarkan dan menuntun, tindakan merealisasikan potensi anak
yang dibawa waktu dilahirkan di dunia.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Bahasa Jerman : berasal dari kata
Erziehung yang setara dengan educare, yaitu : membangkitkan kekuatan terpendam
atau mengaktifkan kekuatan/ potensi anak.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Bahasa Jawa : berasal dari kata
panggulawentah (pengolahan), mengolah, mengubah kejiwaan, mematangkan perasaan,
pikiran, kemauan dan watak, mengubah kepribadian sang anak.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Menurut para ahli pendidikan</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 35.45pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l7 level1 lfo6; text-align: justify; text-indent: -21.25pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Langefeld : mendidik adalah membimbing
anak dalam mencapai kedewasaan</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Heageveld : mendidik adalah membantu
anak dalam mencapai kedewasaan</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 35.45pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l7 level1 lfo6; text-align: justify; text-indent: -21.25pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Bojonegoro : me</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">n</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">didik adalah memberi tuntunan kepada
manusia yang belum dewasa dalam pertumbuhan dan perkembangannya dalam mencapai
kedewasaan</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 35.45pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l7 level1 lfo6; text-align: justify; text-indent: -21.25pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Ki Hajar Dewantara mengartikan
pendidikan sebagai upaya untuk memajukan budi pekerti, pikiran serta jasmani
anak, agar dapat memajukan kesempurnaan hidup yaitu hidup dan menghidupkan anak
yang selaras dengan alam dan masyarakatnya.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 35.45pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l7 level1 lfo6; text-align: justify; text-indent: -21.25pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">e.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Rosseau : mendidik adalah memberikan
pembekalan yang tidak ada pada masa anak-anak, tapi dibutuhkan pada masa
dewasa.</span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 35.45pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l7 level1 lfo6; text-align: justify; text-indent: -21.25pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">f.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Darmaningtyas mengatakan tentang
definisi pendidikan yaitu pendidikan sebagai usaha dasar dan sistematis untuk
mencapai taraf hidup dan kemajuan yang lebih baik.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; text-indent: 35.45pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-weight: bold;">Dari beberapa definisi p</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-weight: bold;">endidikan</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-weight: bold;"> tersebut, dapat didefinisikan pula bahwa pendidikan
di Indonesia</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"> </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">diartikan sebagai</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"> seluruh</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> pendidikan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"> yang diselenggarakan
di </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Indonesia,</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">
baik itu secara terstruktur maupun tidak terstruktur. Secara terstruktur,
pendidikan di Indonesia menjadi tanggung jawab</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><a href="http://id.wikipedia.org/wiki/Kementerian_Pendidikan_Nasional_Republik_Indonesia" title="Kementerian Pendidikan Nasional Republik Indonesia"><span style="color: windowtext; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; text-decoration: none; text-underline: none;">Kementerian
Pendidikan Nasional Republik Indonesia</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"> (Kemdiknas), dahulu
bernama Departemen Pendidikan dan Kebudayaan Republik Indonesia (Depdikbud)</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; text-indent: 35.45pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Di Indonesia, semua
penduduk wajib mengikuti program wajib belaja</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">r </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">pendidikan dasar selama sembilan tahun,
enam tahun di sekolah dasa</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">r
atau </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">madrasah
ibtidaiya</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">h</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">
dan tiga tahun di sekolah menengah pertam</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">a atau </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">madrasah tsanawiya</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">h</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">. Saat ini, pendidikan di Indonesia
diatur melalui Undang-Undang Nomor 20 Tahun 2003 tentang Sistem Pendidikan
Nasional</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> (Septa, 2009)</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">.</span></div>
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<u><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Jenjang
Pendidikan</span></u></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Menurut Anonim (2012) </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Jenjang pendidikan adalah tahapan
pendidikan yang ditetapkan berdasarkan tingkat perkembangan peserta didik,
tujuan yang akan dicapai, dan kemampuan yang dikembangkan.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> Jenjang pendidikan di Indonesia yang pertama yaitu
Pendidikan Anak Usia Dini (PAUD). </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Mengacu Undang-undang
Nomor 20 Tahun </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">2003</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">, Pasal 1 Butir 14 tentang
Sistem Pendidikan Nasional, </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">Pendidikan </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">A</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">nak </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">U</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">sia </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">D</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">ini</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">(PAUD)
adalah suatu upaya </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">pembinaan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">yang
ditujukan bagi </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">anak</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">sejak
lahir sampai dengan usia enam tahun yang dilakukan melalui pemberian </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">rangsangan
pendidikan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"> untuk membantu pertumbuhan dan perkembangan </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">jasmani</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">dan </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">rohani</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">
agar anak memiliki kesiapan dalam memasuki pendidikan lebih lanjut.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> Setelah Pendidikan Anak Usia Dini, jenjang pendidikan
selanjutnya adalah pendidikan dasar. Pendidikan dasar </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">merupakan
jenjang pendidikan awal selama 9 (sembilan) tahun pertama masa sekolah
anak-anak yang melandasi jenjang pendidikan menengah.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Pendidikan menengah merupakan jenjang
pendidikan lanjutan pendidikan dasar.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> Setelah pendidikan dasar dan pendidikan menengah, jenjang pendidikan
selanjutnya adalah pendidikan tinggi. Pendidikan tinggi </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">adalah
jenjang pendidikan setelah pendidikan menengah yang mencakup program pendidikan
</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">diploma</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">,
</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">sarjana</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">,
</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">magister</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">,
</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">doktor</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">,
dan </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">spesialis</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">
yang diselenggarakan oleh </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">perguruan tinggi</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">.</span><u><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"></span></u></div>
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<u><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Jalur Pendidikan</span></u></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Jalur pendidikan adalah
wahana yang dilalui peserta didik untuk mengembangkan potensi diri dalam suatu
proses pendidikan yang sesuai dengan tujuan pendidikan</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">. </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Pendidikan di Indonesia terbagi ke dalam
tiga jalur utama, yaitu formal, nonformal, dan informal.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Pendidikan formal merupakan pendidikan
yang diselenggarakan di sekolah-sekolah pada umumnya. Jalur pendidikan ini
mempunyai jenjang pendidikan yang jelas, mulai dari pendidikan dasar,
pendidikan menengah, sampai pendidikan tinggi.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-weight: bold;">Pendidikan nonformal</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"> paling banyak
terdapat pada usia dini, serta pendidikan dasar, adalah TPA, atau Taman
Pendidikan Al Quran,yang banyak terdapat di setiap </span><a href="http://id.wikipedia.org/wiki/Mesjid" title="Mesjid"><span style="color: windowtext; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; text-decoration: none; text-underline: none;">mesjid</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">
dan Sekolah Minggu, yang terdapat di semua gereja.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Selain itu, ada juga berbagai kursus,
diantaranya kursus musik, bimbingan belajar dan sebagainya.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Pendidikan informal adalah jalur
pendidikan keluarga dan lingkungan berbentuk kegiatan belajar secara mandiri
yang dilakukan secara sadar dan bertanggung jawab.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"></span></div>
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<u><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Jenis
Pendidikan</span></u></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Jenis pendidikan adalah
kelompok yang didasarkan pada kekhususan tujuan pendidikan suatu satuan
pendidikan</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">. Jenis pendidikan
di Indonesia terbagi atas, pendidikan umum, pendidikan kejuruan, pendidikan
akademik, pendidikan provesi, pendidikan kovasi, pendidikan keagamaan, dan
pendidikan khusus. </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Pendidikan umum merupakan pendidikan
dasar dan menengah yang mengutamakan perluasan pengetahuan yang diperlukan oleh
peserta didik untuk melanjutkan pendidikan ke jenjang yang lebih tinggi.
Bentuknya: </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">sekolah dasar</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"> (SD), </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">sekolah
menengah pertama</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"> (SMP), dan </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">sekolah
menengah atas</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"> (SMA).</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Pendidikan
kejuruan merupakan pendidikan menengah yang mempersiapkan peserta didik
terutama untuk bekerja dalam bidang tertentu. Bentuk satuan pendidikannya
adalah </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">sekolah
menengah kejuruan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"> (SMK).</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Pendidikan
akademik merupakan pendidikan tinggi program </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">sarjana</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">
dan </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">pascasarjana</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">
yang diarahkan terutama pada penguasaan disiplin ilmu pengetahuan tertentu.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Pendidikan profesi merupakan pendidikan
tinggi setelah program sarjana yang mempersiapkan peserta didik untuk memasuki
suatu </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">profesi</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">
atau menjadi seorang </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">profesional</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Pendidikan vokasi merupakan pendidikan
tinggi yang mempersiapkan peserta didik untuk memiliki pekerjaan dengan
keahlian terapan tertentu maksimal dalam jenjang </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">diploma</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">
4 setara dengan program </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">sarjana</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"> (strata 1).</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Pendidikan </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">keagamaan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">
merupakan pendidikan dasar, menengah, dan tinggi yang mempersiapkan peserta
didik untuk dapat menjalankan peranan yang menuntut penguasaan pengetahuan dan
pengalaman terhadap ajaran agama dan /atau menjadi ahli ilmu agama.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Pendidikan khusus merupakan penyelenggaraan
pendidikan untuk peserta didik yang berkebutuhan khusus atau peserta didik yang
memiliki kecerdasan luar biasa yang diselenggarakan secara inklusif (bergabung
dengan sekolah biasa) atau berupa satuan pendidikan khusus pada tingkat
pendidikan dasar dan menengah (dalam bentuk </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">sekolah luar biasa</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> atau </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">SLB).</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"></span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2.2<span style="font: 7.0pt "Times New Roman";"> </span></span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Tujuan
Pendidikan</span></b></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Pada masa sesudah proklamasi kemerdekaan, arah pendidikan
Indonesia menjadi lebih jelas, meskipun hakikat dan tujuannya pada dasarnya
tetap sama, yaitu mencerdaskan kehidupan bangsa. Sejak proklamasi kemerdekaan,
tujuan pendidikan<span style="mso-spacerun: yes;"> </span>Indonesia Indonesia
telah mengalami beberapa perubahan, mengikuti perubahan situasi politik yang
terjadi pada masa tersebut. Misalnya, pada masa permulaan kemerdekaan, tujuan
pendidikan terutama berorientasi pada usaha “menanamkan jiwa patriotisme” (S.K.
Menteri Pendidikan, Pengajaran dan Kebudayaan No.104/ Bhg. 0, tanggal 1 Maret
1946), karena pada masa itu negara ingin menghasilkan patriot bangsa yang rela
berkorban untuk negara dan bangsa.</span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Dengan keluarnya Undang-Undang No.4 tahun 1950, rumusan
tujuan pendidikan dan pengajaran mengalami perubahan. Pasal 3 Undang-Undang
tersebut menetapkan bahwa “tujuan pendidikan dan pengajaran adalah untuk
membentuk manusia susila yang cakap dan warganegara yang demokratis serta
bertanggung jawab tentang kesejahteraan masyarakat dan tanah air”.</span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Pada tahun 1965, melalui Keputusan Presiden Republik
Indonesia No.145 tahun 1965 tujuan pendidikan nasional dirumuskan sebagai
berikut: “Tujuan Pendidikan Nasional kita baik yang diselenggarakan oleh pihak
pemerintah maupun swasta, dari pendidikan prasekolah sampai pendidikan tinggi,
supaya melahirkan warganegara sosialis Indonesia, adil dan makmur baik
spirituil dan materiil dan yang berjiwa pancasila, yaitu: a.Ketuhanan yang maha
esa, b.Prikemanusiaan yang adil dan beradab, c.Kebangsaan, d.Kerakyatan, e.Keadilan
sosial.</span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Sesudah terjadunya peristiwa G30S/PKI, kembali rumusan tujuan pendidikan mengalami
perubahan. Berdasarkan Ketetapan Majelis Permusyawaratan Rakyat Sementara Republik
Indonesia </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">No.XXVII/MPRS/1966, tujuan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">pendidikan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">dirumuskan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">sebagai</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">berikut:
“Membentuk</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">manusia</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Pancasil</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">a</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">is</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">sejati</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">berdasarkan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">ketentuan-ketentuan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">seperti yang dikehendaki</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">oleh</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Pembukaan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Undang-Undang</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Dasar 1945 dan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">isi</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Undang-Undang</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Dasar 1945”. Pada</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">masa</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">ini</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">tujuan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">pendidikan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">tampaknya</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">dititik</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">beratkan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">pada</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">pembentukan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">manusia</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Pancasialis</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">sejati, karena</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">pada</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">masa</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">itu</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">banyak</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">ditemukan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">manusia</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Pancasil</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">a</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">is</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">palsu
yang tidak</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">sepenuhnya</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">berpegang</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">pada</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Pancasila</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">dan
UUD 1945 yang murni.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Pada</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">tahun 1973, MPR hasil</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">pemilihan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">umum</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">mengeluarkan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">ketetapan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">No.IV/MPR/1973
yang dikenal</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">dengan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">nama</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Garis-Garis</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Besar</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Haluan
Negara (GBHN). Dalam</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">ketetapan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">tersebut</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">dirumuskan
pula tujuan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">nasional</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">pendidikan yang baru</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">berbunyi</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">sebagai</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">berikut: “Pendidikan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">pada</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">hakikatnya</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">adalah</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">usaha</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">sadar</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">untuk</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">mengembangkan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">kepribadian</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">dan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">kemampuan
di dalam</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">dan di luar</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">sekolah</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">dan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">berlangsung</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">seumur</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">hidup.
Oleh</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">karenanya, agar pendidikan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">dapat</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">dimiliki</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">oleh</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">seluruh</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">rakyat</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">sesuai</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">dengan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">kemampuan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">masing-masing</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">individu, maka</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">pendidikan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">adalah</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">tanggung</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">jawab</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">keluarga, masyarakat</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">dan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">pemerintah.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Pembangunan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">dibidang</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">pendidikan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">didasarkan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">atas</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Falsafah Negara Pancasila</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">dan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">diarahkan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">untuk</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">membentuk</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">manusia-manusia</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">pembangunan yang berpancasila</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">dan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">untuk</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">membentuk</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">manusia
Indonesia yang sehat</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">jasmani</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">dan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">rohaninya,
memiliki</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> p</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">engetahuan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">dan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">keterampilan,
dapat</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">mengembangkan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">kreatifitas</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">dan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">tanggung</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">jawab,</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">dapat</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">menyuburkan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">sikap</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">demokrasi</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">dan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">penuh</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">tenggang rasa, dapat</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">mengembangkan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">kecerdasan yang tinggi</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">dan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">disertai</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">budi</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">pekerti
yang luhur, mencintai</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">bangsanya</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">dan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">mencintai
sesam</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">a</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"> manusia</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">sesuai</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">dengan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">ketentuan yang bermaktub</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">dalam</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Undang-Undang</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Dasar 1945.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 1;"> </span>Rumusan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">tujuan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">pendidikan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">nasional</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">dalam</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Undang-Undang No.2 Tahun 1989.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Pasal 4 undang-undang</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">tersebut</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">menyatakan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">bahwa: “Pendidikan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Nasional</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">bertujuan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">mencerdaskan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">kehidupan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">bangsa</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">dan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">mengembangkan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">manusia</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">seutuhnya,
yaitu</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">manusia yang beriman</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">dan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">bertaqwa</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">terhadap</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Tuhan
Yang Maha</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Esa</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">dan yang berbudi</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">pekerti</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">luhur,
memiliki</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">pengetahuan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">dan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">keterampilan,
kesehatan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">jasmani</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">dan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">rohani,
kepribadian yang mantap</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">dan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">mandiri</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">serta
rasa tanggung</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">jawab</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">kemasyarakatan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">dan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">kebangsaan”.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 1;"> </span>Sementara</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">itu, rumusan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">tujuan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">pendidikan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">nasional yang terbaru</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">dapat</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">dibaca</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">dalam</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Undang-Undang
No.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">20 Tahun 2003 Bab II </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">P</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">asal</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">3
yang menegaskan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">bahwa
: “pendidikan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">nasional</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">bertujua</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">n </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">u</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">n</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">tuk</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">berkembangnya</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">potensi</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">peserta</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">didik agar menjadi</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">manusia yang beriman</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">dan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">bertaqwa</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">kepada</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Tuhan
Yang Maha</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">E</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">s</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">a, berakhlak</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">mulia, sehat, berilmu, cakap, kreatif,
mandiri, dan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">menjadi</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">warga Negara yang demokratis</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">serta</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">bertanggungjawab”.</span><a href="http://www.blogger.com/blogger.g?blogID=7747932351238197730" name="_GoBack"></a><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"></span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">BAB III</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">PENUTUP</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">3.1<span style="font: 7.0pt "Times New Roman";"> </span></span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Kesimpulan</span></b></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"><span style="mso-tab-count: 1;"> </span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Adapun
kesimpulan dari pembahasan </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">mengenai
pengertian dan tujuan pendidikan di Indonesia dalam makalah ini adalah:</span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">P</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">endidikan
adalah usaha sadar dan terencana untuk mewujudkan suasana belajar dan proses
pembelajaran agar peserta didik secara aktif mengembangkan potensi dirinya
untuk memiliki kekuatan spiritual keagamaan,</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">pe</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">n</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">gendalian diri, kepribadian, kecerdasan,
akhlak mulia, serta keterampilan yang diperlukan dirinya dan masyarakat.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> Sedangkan <span style="mso-bidi-font-weight: bold;">pendidikan
di Indonesia</span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"> </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">diartikan sebagai</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"> seluruh</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> pendidikan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"> yang diselenggarakan
di </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Indonesia,</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">
baik itu secara terstruktur maupun tidak terstruktur. Secara terstruktur,
pendidikan di Indonesia menjadi tanggung jawab</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><a href="http://id.wikipedia.org/wiki/Kementerian_Pendidikan_Nasional_Republik_Indonesia" title="Kementerian Pendidikan Nasional Republik Indonesia"><span style="color: windowtext; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; text-decoration: none; text-underline: none;">Kementerian
Pendidikan Nasional Republik Indonesia</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"> (Kemdiknas), dahulu
bernama Departemen Pendidikan dan Kebudayaan Republik Indonesia (Depdikbud)</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">.</span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Tujuan
pendidikan di Indonesia sejak proklamasi kemerdekaan telah mengalami beberapa
kali perubahan, diantaranya: 1.Pada masa permulaan kemerdekaan, 2.Setelah
dikeluarkannya Undang-Undang No.4 Tahun 1950 Pasal 3, 3.Pada tahun 1965 melalui
Keputusan Presiden Republik Indonesia No.145 Tahun 1965, 4.Sesudah terjadinya peristiwa
G30S/PKI berdasarkan Ketetapan Majelis Permusyawaratan Rakyat Sementara
Republik Indonesia No.XXVII/MPRS/1966, 5.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Pada</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">tahun 1973, MPR hasil</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">pemilihan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">umum</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">mengeluarkan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">ketetapan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">No.IV/MPR/1973
yang dikenal</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">dengan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">nama</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Garis-Garis</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Besar</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Haluan
Negara (GBHN)</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">, 6.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Undang-Undang
No.2 Tahun 1989</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> P</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">asal
4</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">. 7.R</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">umusan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">tujuan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">pendidikan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">nasional yang terbaru</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">dapat</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">dibaca</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">dalam</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Undang-Undang
No.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">20 </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">T</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">ahun 2003 </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">B</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">ab II </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">P</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">asal</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">3</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">3.2<span style="font: 7.0pt "Times New Roman";"> </span></span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Saran</span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Dari uraian tentang</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> pengertian dan tujuan pendidikan di Indonesia, </span><span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV;">maka ada beberapa saran </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">dari penulis </span><span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV;">yang
diharapkan bisa memberi manfaat, antara lain yaitu:</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Diharapkan<span style="mso-spacerun: yes;"> </span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">pembaca
dapat menambah wawasannya mengenai arti pendidikan dan tujuan pendidikan di
Indonesia yang sesungguhnya.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-left: 28.35pt; mso-add-space: auto; mso-list: l0 level1 lfo10; text-align: justify; text-indent: -14.15pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Diharapkan </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">kita semua nantinya dapat meningkatkan mutu pendidikan di
Indonesia sehingga mampu membantu Indonesia dalam menghadapi persaingan global
melalui dunia pendidikan.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">DAFTAR PUSTAKA</span></b></div>
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<span class="htmlval1"><span lang="IN" style="color: windowtext; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN;">Andriani,
Ratih. 2010. <i style="mso-bidi-font-style: normal;">Pendidikan Di Indonesia
Kurang Memadai.</i> </span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">http://ratihandrianiixk.blogspot.com</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN;"></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN;">Anonim. 2012<i style="mso-bidi-font-style: normal;">. Pendidikan Di Indonesia</i>. </span><span class="htmlval1"><span style="color: windowtext; font-family: "Times New Roman","serif"; font-size: 12.0pt;">http://id.wikipedia.or</span></span><span class="htmlval1"><span lang="IN" style="color: windowtext; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN;">g</span></span></div>
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<span class="htmlval1"><span lang="IN" style="color: windowtext; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN;">Septa,
Kurnia. 2009. <i style="mso-bidi-font-style: normal;">Pendidikan dan Unsur-Unsur
Pendidikan.</i>
http://www.sekolahdasar.net/2009/09/pendidikan-dan-unsur-unsur-pendidikan.html</span></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">Tim Prima Pena. <i style="mso-bidi-font-style: normal;">Kamus Lengkap Bahasa Indonesia</i>. Gita Media Press</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN;"></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN;">Zulfan. 2007. <i style="mso-bidi-font-style: normal;">Sarana Prasarana Kurang Memadai, Pemerintah
Harus Adil.</i></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 12.0pt; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">http://www.waspada.co.id</span><span class="htmlval1"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"></span></span></div>
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Anonymoushttp://www.blogger.com/profile/00979134198345408495noreply@blogger.com1tag:blogger.com,1999:blog-7747932351238197730.post-84118866281415254192012-12-03T06:48:00.000-08:002012-12-03T06:48:42.811-08:00<h2>
<a href="http://arifkristanta.wordpress.com/belajar-online/gelombang/" rel="bookmark" title="Gelombang">Gelombang</a></h2>
<a href="http://arifkristanta.files.wordpress.com/2009/07/aniwaves.gif"><img alt="aniwaves" class="alignnone size-full wp-image-351" src="http://arifkristanta.files.wordpress.com/2009/07/aniwaves.gif?w=468" title="aniwaves" /></a><a href="http://arifkristanta.files.wordpress.com/2009/07/judul.jpg"><img alt="judul" class="alignnone size-full wp-image-352" src="http://arifkristanta.files.wordpress.com/2009/07/judul.jpg?w=468" title="judul" /></a><br />
<strong>1. PENDAHULUAN</strong><br />
Berdasarkan medium perambatannya, gelombang dikelompokkan menjadi
dua, yaitu gelombang mekanik dan gelombang elektromagnetik. Gelombang
mekanik yaitu gelombang yang memerlukan medium di dalam perambatannya.
Contoh gelombang mekanik antara lain: gelombang bunyi, gelombang
permukaan air, dan gelombang pada tali. Gelombang elektromagnetik adalah
gelombang yang tidak memerlukan medium dalam perambatannya. Contoh :
cahaya, gelombang radio, gelombang TV, sinar – X, dan sinar gamma.<br />
<strong>2</strong>. <strong>HAKEKAT GELOMBANG MEKANIK<br />
</strong><br />
<strong>A. </strong><strong>Terjadinya Gelombang</strong><br />
Gelombang terjadi karena adanya <strong>usikan yang merambat</strong>.Menurut
konsep fisika, cerminan gelombang merupakan rambatan usikan, sedangkan
mediumnya tetap. Jadi, gelombang merupakan rambatan pemindahan energi
tanpa diikuti pemindahan massa medium.<br />
<div style="text-align: center;">
<a href="http://arifkristanta.files.wordpress.com/2009/07/monopolesourcedsphericalwave.gif"><img alt="monopolesourcedsphericalwave" class="size-full wp-image-353 aligncenter" src="http://arifkristanta.files.wordpress.com/2009/07/monopolesourcedsphericalwave.gif?w=468" title="monopolesourcedsphericalwave" /></a><em>Klik gambar untuk lihat animasinya</em></div>
<strong>B. </strong><strong>Pengertian Gelombang Mekanik</strong><br />
Gelombang mekanik adalah gelombang yang memerlukan medium dalam perambatannya.<br />
Contoh gelombang mekanik :<br />
- Gelombang yang terjadi pada tali jika salah satu ujungnya digerak-gerakkan.<br />
<div style="text-align: center;">
<a href="http://arifkristanta.files.wordpress.com/2009/07/104_0167.jpg"><img alt="104_0167" class="size-medium wp-image-354 aligncenter" height="174" src="http://arifkristanta.files.wordpress.com/2009/07/104_0167.jpg?w=236&h=174" title="104_0167" width="236" /></a></div>
- Gelombang yang terjadi pada permukaan air jika diberikan usikan
padanya ( misal dengan menjatuhkan batu di atas permukaan air kolam yang
tenang ).<br />
<div style="text-align: center;">
<a href="http://arifkristanta.files.wordpress.com/2009/07/frequency_fast6.jpg"><img alt="frequency_fast6" class="alignnone size-full wp-image-436" src="http://arifkristanta.files.wordpress.com/2009/07/frequency_fast6.jpg?w=468" title="frequency_fast6" /></a></div>
<strong>C. </strong><strong>Gelombang Transversal</strong><br />
Gelombang transversal adalah gelombang yang arah rambatannya tegak lurus arah getarannya ( usikannya ).<br />
Perhatikan ilustrasi berikut ini !<br />
<div style="text-align: center;">
<a href="http://arifkristanta.files.wordpress.com/2009/07/plane-wave.gif"><img alt="plane-wave" class="size-full wp-image-356 aligncenter" src="http://arifkristanta.files.wordpress.com/2009/07/plane-wave.gif?w=468" title="plane-wave" /></a><em>Klik gambar untuk lihat animasinya</em></div>
<div style="text-align: center;">
<a href="http://arifkristanta.files.wordpress.com/2009/07/clip_image002_thumb4.jpg"><img alt="clip_image002_thumb4" class="alignnone size-full wp-image-358" src="http://arifkristanta.files.wordpress.com/2009/07/clip_image002_thumb4.jpg?w=468" title="clip_image002_thumb4" /></a></div>
Contoh gelombang transversal :<br />
- getaran sinar gitas yang dipetik<br />
- getaran tali yang digoyang-goyangkan pada salah satu ujungnya<br />
<div style="text-align: center;">
<em><br />
</em></div>
<strong>A. </strong><strong>Gelombang Longitudinal</strong><br />
Gelombang longitudinal adalah gelombang yang arah rambatannya sejajar dengan arah getarnya ( arah usikannya )<br />
<div style="text-align: center;">
<a href="http://arifkristanta.files.wordpress.com/2009/07/clip_image002p.jpg"><img alt="clip_image002p" class="alignnone size-full wp-image-437" src="http://arifkristanta.files.wordpress.com/2009/07/clip_image002p.jpg?w=468" title="clip_image002p" /></a></div>
Perhatikan ilustrasi berikut ini !<br />
<div style="text-align: center;">
<a href="http://arifkristanta.files.wordpress.com/2009/07/lw.gif"><img alt="lw" class="size-full wp-image-362 aligncenter" src="http://arifkristanta.files.wordpress.com/2009/07/lw.gif?w=468" title="lw" /></a></div>
Contoh gelombang longitudinal :<br />
- gelombang pada slinki yang diikatkan kedua ujungnya pada statif kemudian diberikan usikan pada salah satu ujungnya<br />
<div style="text-align: center;">
<a href="http://arifkristanta.files.wordpress.com/2009/07/longitudinal.jpg"><img alt="longitudinal" class="size-full wp-image-360 aligncenter" src="http://arifkristanta.files.wordpress.com/2009/07/longitudinal.jpg?w=468" title="longitudinal" /></a></div>
- gelombang bunyi di udara<br />
<div style="text-align: center;">
<a href="http://arifkristanta.files.wordpress.com/2009/07/image027.jpg"><img alt="image027" class="alignnone size-full wp-image-438" src="http://arifkristanta.files.wordpress.com/2009/07/image027.jpg?w=468" title="image027" /></a></div>
<strong>1. </strong><strong>Panjang Gelombang</strong><br />
A. Pengertian Panjang Gelombang<br />
Panjang satu gelombang sama dengan jarak yang ditempuh dalam waktu satu periode.<br />
1) Panjang gelombang dari gelombang transversal<br />
Perhatikan ilustrasi berikut!<br />
<h6>
<div style="text-align: center;">
<a href="http://arifkristanta.files.wordpress.com/2009/07/clip_image0043.jpg"><img alt="clip_image004[3]" class="alignnone size-full wp-image-439" src="http://arifkristanta.files.wordpress.com/2009/07/clip_image0043.jpg?w=468" title="clip_image004[3]" /></a></div>
<div style="text-align: center;">
</div>
<div style="text-align: center;">
<a href="http://arifkristanta.files.wordpress.com/2009/07/111_standing_wave_animated.gif"><img alt="111_Standing_Wave_Animated" class="alignnone size-full wp-image-359" height="128" src="http://arifkristanta.files.wordpress.com/2009/07/111_standing_wave_animated.gif?w=468&h=128" title="111_Standing_Wave_Animated" width="468" /></a></div>
<div style="text-align: center;">
<em>Klik gambar untuk lihat animasinya</em></div>
</h6>
Pada gelombang transversal, satu gelombang terdiri atas 3 simpul dan 2
perut. Jarak antara dua simpul atau dua perut yang berurutan disebut
setengah panjang gelombang atau ½ λ (lambda),<br />
2) Panjang gelombang dari gelombang longitudina<br />
Perhatikan ilustrasi berikut !<br />
<div style="text-align: center;">
<a href="http://arifkristanta.files.wordpress.com/2009/07/clip_image0053.jpg"><img alt="clip_image005[3]" class="alignnone size-full wp-image-440" src="http://arifkristanta.files.wordpress.com/2009/07/clip_image0053.jpg?w=468" title="clip_image005[3]" /></a></div>
Pada gelombang longitudinal, satu gelombang (1<span style="font-family: Symbol;"><strong>l</strong></span>) terdiri dari 1 rapatan dan 1 reggangan.<br />
<strong>B. </strong><strong>Cepat Rambat Gelombang</strong><br />
Jarak yang ditempuh oleh gelombang dalam satu sekon disebut <em>cepat rambat gelombang</em>. Cepat rambat gelombang dilambangkan dengan <strong><em>v</em></strong> dan satuannya <em>m/s</em> atau <em>m s<sup>-1</sup></em>. Hubungan antara <em>v, f,</em><span style="font-family: times new roman;"> </span>λ<span style="font-family: times new roman;">,</span> dan T adalah sebagai berikut :<br />
<div style="text-align: center;">
<a href="http://arifkristanta.files.wordpress.com/2009/07/cepat-rambat-gelombang.jpg"><img alt="cepat rambat gelombang" class="alignnone size-full wp-image-441" src="http://arifkristanta.files.wordpress.com/2009/07/cepat-rambat-gelombang.jpg?w=468" title="cepat rambat gelombang" /></a></div>
Keterangan :<br />
<span style="font-family: Symbol;"><strong> </strong></span> λ= panjang gelombang , satuannya meter ( <em>m</em> )<br />
<em>v</em> = kecepatan rambatan gelombang, satuannya meter / sekon ( <em>ms<sup>-</sup></em><sup>1 </sup>)<br />
T = periode gelombang , satuannya detik atau sekon ( s )<br />
f = frekuensi gelombang, satuannya 1/detik atau 1/sekon ( s<sup>-1</sup> )<br />
<strong>2. </strong><strong>Pemantulan Gelombang</strong><br />
Jika gelombang melalui suatu rintangan atau hambatan, misalnya benda
padat, maka gelombang tersebut akan dipantulkan. Pemantulan ini
merupakan salah satu sifat dari gelombang.<br />
Berikut ini adalah contoh pemantulan pada gelombang tali<br />
<div style="text-align: center;">
<a href="http://arifkristanta.files.wordpress.com/2009/07/pantulan-gelombang_thumb3.jpg"><img alt="pantulan gelombang_thumb[3]" class="alignnone size-full wp-image-442" src="http://arifkristanta.files.wordpress.com/2009/07/pantulan-gelombang_thumb3.jpg?w=468" title="pantulan gelombang_thumb[3]" /></a></div>
<div style="text-align: center;">
<a href="http://arifkristanta.files.wordpress.com/2009/07/fix.gif"><img alt="fix" class="alignnone size-full wp-image-385" src="http://arifkristanta.files.wordpress.com/2009/07/fix.gif?w=468" title="fix" /></a></div>
<div style="text-align: center;">
<em>Pemantulan ujung terikat</em></div>
<div style="text-align: center;">
<em><br />
</em></div>
<div style="text-align: center;">
</div>
<div style="text-align: center;">
<span style="font-weight: bold;"><a href="http://arifkristanta.files.wordpress.com/2009/07/free.gif"><img alt="free" class="alignnone size-full wp-image-386" src="http://arifkristanta.files.wordpress.com/2009/07/free.gif?w=468" title="free" /></a><br />
</span></div>
<div style="text-align: center;">
<span style="font-style: italic;">Pemantulan ujung bebas</span></div>
<strong>Pemantulan gelombang pada ujung tetap akan mengalami
perubahan bentuk atau fase. Akan tetapi pemantulan gelombang pada ujung
bebas tidak mengubah bentuk atau fasenya.</strong><br />
<em>Contoh Soal</em> :<br />
1. Dalam 1 sekon dihasilkan gelombang seperti gambar di bawah ini<br />
<a href="http://arifkristanta.files.wordpress.com/2009/07/soal1_thumb1.jpg"><img alt="soal1_thumb[1]" class="alignnone size-full wp-image-443" src="http://arifkristanta.files.wordpress.com/2009/07/soal1_thumb1.jpg?w=468" title="soal1_thumb[1]" /></a><br />
a. berapakah frekuensi gelombang tersebut?<br />
b. Bila jarak PQ = 2 cm, maka berapakah ?<br />
<em>Penyelesaian :</em><br />
Menurut gambar, gelombang yang terjadi sebanyak 2 gelombang. Berarti, <em>f</em> = 2 gelombang / sekon atau <em>f </em>= 2 Hz.<br />
Pada gambar terjadi 2 gelombang ( 2λ ). Jadi 2 λ= 2 cm atau λ= 1 cm.<br />
2. Seutas tali yang panjangnya 8 m direntangkan lalu digetarkan.
Selama 2 sekon terjadi gelombang seperti pada gambar berikut! Tentukan
λ, f, T, dan v.<br />
<a href="http://arifkristanta.files.wordpress.com/2009/07/soal2_thumb21.jpg"><img alt="soal2_thumb[2]" class="alignnone size-full wp-image-444" src="http://arifkristanta.files.wordpress.com/2009/07/soal2_thumb21.jpg?w=468" title="soal2_thumb[2]" /></a><br />
<em>Penyelesaian</em> :<br />
Dari gambar terjadi gelombang sebanyak 4 λ.<br />
Berarti : 4λ= 8 m sehingga λ = 8/4 = 2 m<br />
Selama 2 sekon terjadi 4 λ atau selama 1 sekon terjadi 2λ<br />
Jadi, f = 2 gelombang / sekon atau f = 2 Hz<br />
T = 1/f = ½ sekon sehingga v =λ<span style="font-family: Symbol;"><strong> </strong></span>f = 2 m x 2 Hz = 4 m s<sup>-1</sup><br />
<br />
<br />
<sup>Sumber: http://arifkristanta.wordpress.com/belajar-online/gelombang/ </sup>Anonymoushttp://www.blogger.com/profile/00979134198345408495noreply@blogger.com0tag:blogger.com,1999:blog-7747932351238197730.post-54304207974562987902012-11-24T08:07:00.003-08:002012-11-24T08:12:06.186-08:00Perkembangan Sejarah Fisika<div style="color: #3d85c6; text-align: center;">
SEJARAH PERKEMBANGAN ILMU FISIKA</div>
<div style="color: #3d85c6; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="color: #6fa8dc; line-height: 150%; margin-bottom: 0cm; text-align: justify; text-indent: 36pt;">
<span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Fisika
adalah sains atau ilmu tentang alam dalam makna yang terluas. Fisika
mempelajari gejala alam yang tidak hidup atau materi dalam lingkup ruang
dan waktu. Fisikawan mempelajari perilaku dan sifat materi dalam
bidang yang sangat beragam, mulai dari partikel submikroskopis yang
membentuk segala materi (fisika partikel) hingga perilaku materi alam
semesta sebagai satu kesatuan kosmos.</span></div>
<div class="MsoNormal" style="color: #6fa8dc; line-height: 150%; margin-bottom: 0cm; text-align: justify; text-indent: 36pt;">
<span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Beberapa
sifat yang dipelajari dalam fisika merupakan sifat yang ada dalam
semua sistem materi yang ada, seperti hukum kekekalan energi. Sifat
semacam ini sering disebut sebagai hukum fisika. Fisika sering disebut
sebagai "ilmu paling mendasar", karena setiap ilmu alam lainnya
(biologi, kimia, geologi, dan lain-lain) mempelajari jenis sistem
materi tertentu yang mematuhi hukum fisika. Misalnya, kimia adalah ilmu
tentang molekul dan zat kimia yang dibentuknya. Sifat suatu zat kimia
ditentukan oleh sifat molekul yang membentuknya, yang dapat dijelaskan
oleh ilmu fisika seperti mekanika kuantum, termodinamika, dan
elektromagnetika.</span></div>
<div class="MsoNormal" style="color: #6fa8dc; line-height: 150%; margin-bottom: 0cm; text-align: justify; text-indent: 36pt;">
<br /></div>
<div class="MsoListParagraphCxSpFirst" style="color: #6fa8dc; margin-left: 21.3pt; text-align: justify; text-indent: -21.3pt;">
<b><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 115%;">I.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></b><b><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 115%;">FISIKA ZAMAN PURBAKALA</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="color: #6fa8dc; line-height: 150%; margin: 0cm 0cm 0cm 21.3pt; text-align: justify; text-indent: 1cm;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="color: #6fa8dc; line-height: 150%; margin: 0cm 0cm 0cm 21.3pt; text-align: justify; text-indent: 1cm;">
<span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Sejak
zaman purbakala, orang telah mencoba untuk mengerti sifat dari benda:
mengapa objek yang tidak ditopang jatuh ke tanah, mengapa material yang
berbeda memiliki properti yang berbeda, dan seterusnya. Lainnya adalah
sifat dari jagad raya, seperti bentuk Bumi dan sifat dari objek
celestial seperti Matahari dan Bulan. Sejarah fisika dimulai pada tahun
sekitar 2400 SM, ketika kebudayaan Harappan menggunakan suatu benda
untuk memperkirakan dan menghitung sudut bintang di angkasa. Sejak saat
itu fisika terus berkembang sampai ke level sekarang. Perkembangan ini
tidak hanya membawa perubahan di dalam bidang dunia benda, matematika
dan filosofi namun juga, melalui teknologi, membawa perubahan ke dunia
sosial masyarakat. Revolusi ilmu yang berlangsung terjadi pada sekitar
tahun 1600<b> </b>dapat dikatakan menjadi batas antara pemikiran purba dan lahirnya fisika klasik. Dan akhirnya berlanjut ke tahun 1900<b> </b>yang menandakan mulai berlangsungnya era baru yaitu era fisika modern. </span></div>
<div class="MsoListParagraphCxSpMiddle" style="color: #6fa8dc; line-height: 150%; margin: 0cm 0cm 0cm 21.3pt; text-align: justify; text-indent: 1cm;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="color: #6fa8dc; line-height: 150%; margin: 0cm 0cm 0cm 21.3pt; text-align: justify; text-indent: 1cm;">
<span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Tokoh-tokoh fisika di zaman ini diantaranya :</span></div>
<div class="MsoListParagraphCxSpMiddle" style="color: #6fa8dc; line-height: 150%; margin-left: 42.55pt; text-align: justify; text-indent: -21.25pt;">
<span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">A.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">THALES</span><span lang="FI" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;"> (620-547 </span><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">SM</span><span lang="FI" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">)</span><span lang="FI" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;"> </span><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="color: #6fa8dc; line-height: 150%; margin-left: 60.55pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: Wingdings; font-size: 12pt; line-height: 150%;">v<span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Saintis pertama. Sudah memahami pentingnya prinsip-prinsip umum ketimbang kejadian-kejadian khusus/individual.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="color: #6fa8dc; line-height: 150%; margin-left: 60.55pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: Wingdings; font-size: 12pt; line-height: 150%;">v<span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Orang pertama yang mengajarkan strukur mikroskopik materi.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="color: #6fa8dc; line-height: 150%; margin-left: 60.55pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: Wingdings; font-size: 12pt; line-height: 150%;">v<span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Air adalah elemen dasar alam. Segenap isi alam semesta ini terbuat dari air. </span></div>
<div class="MsoListParagraphCxSpMiddle" style="color: #6fa8dc; line-height: 150%; margin-left: 60.55pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: Wingdings; font-size: 12pt; line-height: 150%;">v<span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Gerakan larinya air merupakan alasan dasar untuk seluruh gerakan.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="color: #6fa8dc; line-height: 150%; margin-left: 60.55pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: Wingdings; font-size: 12pt; line-height: 150%;">v<span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Menganggap materi dan gaya sebagai satu kesatuan.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="color: #6fa8dc; line-height: 150%; margin-left: 42.55pt; text-align: justify; text-indent: -21.25pt;">
<span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">B.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">ANAKSIMANDROSS</span><span lang="EN-US" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;"> (609-546 </span><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">SM</span><span lang="EN-US" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">)</span><span lang="EN-US" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;"> </span><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="color: #6fa8dc; line-height: 150%; margin-left: 63.8pt; text-align: justify; text-indent: -21.25pt;">
<span style="font-family: Wingdings; font-size: 12pt; line-height: 150%;">v<span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Muridnya </span><span lang="FI" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Thales</span><span lang="FI" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;"> </span><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="color: #6fa8dc; line-height: 150%; margin-left: 63.8pt; text-align: justify; text-indent: -21.25pt;">
<span style="font-family: Wingdings; font-size: 12pt; line-height: 150%;">v<span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Percaya
bahwa alam diatur oleh suatu hukum. Lebih percaya pada kekuatan fisis
ketimbang kekuatan supernatural yang bikin keteraturan di alam.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="color: #6fa8dc; line-height: 150%; margin-left: 63.8pt; text-align: justify; text-indent: -21.25pt;">
<span style="font-family: Wingdings; font-size: 12pt; line-height: 150%;">v<span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Entitas wujud alam semesta adalan apeiron.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="color: #6fa8dc; line-height: 150%; margin-left: 63.8pt; text-align: justify; text-indent: -21.25pt;">
<span style="font-family: Wingdings; font-size: 12pt; line-height: 150%;">v<span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Apeiron ini mirip dengan konsep “kehampaan/vacuum”, sesutau yang tak jelas/tak tentu dalam ruang dan waktu.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="color: #6fa8dc; line-height: 150%; margin-left: 63.8pt; text-align: justify; text-indent: -21.25pt;">
<span style="font-family: Wingdings; font-size: 12pt; line-height: 150%;">v<span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Sudah punya gagasan evousi binatang melalui mutasi, dan bukan melalui seleksi alam.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="color: #6fa8dc; line-height: 150%; margin-left: 63.8pt; text-align: justify; text-indent: -21.25pt;">
<span style="font-family: Wingdings; font-size: 12pt; line-height: 150%;">v<span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Hasil belajar dari Mesir, jam berdasarkan bayangan sinar matahari dari suatu tongkat.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="color: #6fa8dc; line-height: 150%; margin-left: 42.55pt; text-align: justify; text-indent: -21.25pt;">
<span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">C.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">ANAKSIMENES</span><span lang="FI" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;"> (585-525 bc)</span><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="color: #6fa8dc; line-height: 150%; margin-left: 63.8pt; text-align: justify; text-indent: -21.25pt;">
<span style="font-family: Wingdings; font-size: 12pt; line-height: 150%;">v<span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Murid </span><span lang="FI" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Anaksimandros</span><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="color: #6fa8dc; line-height: 150%; margin-left: 63.8pt; text-align: justify; text-indent: -21.25pt;">
<span style="font-family: Wingdings; font-size: 12pt; line-height: 150%;">v<span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Udara/angin merupakan entitas wujud alam semesta, ia yang mendasari segalanya.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="color: #6fa8dc; line-height: 150%; margin-left: 63.8pt; text-align: justify; text-indent: -21.25pt;">
<span style="font-family: Wingdings; font-size: 12pt; line-height: 150%;">v<span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Panas dan dingin menyebabkan udara menciptakan suatu bentuk.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="color: #6fa8dc; line-height: 150%; margin-left: 63.8pt; text-align: justify; text-indent: -21.25pt;">
<span style="font-family: Wingdings; font-size: 12pt; line-height: 150%;">v<span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Bumi, matahari dan bintang adalah cakram/piringan di atas udara. </span></div>
<div class="MsoListParagraphCxSpMiddle" style="color: #6fa8dc; line-height: 150%; margin-left: 42.55pt; text-align: justify; text-indent: -21.25pt;">
<span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">D.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">EMPEDOCLES</span><b><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;"> </span></b><span lang="EN-US" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">(490-430 bc)</span><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="color: #6fa8dc; line-height: 150%; margin-left: 63.8pt; text-align: justify; text-indent: -21.25pt;">
<span style="font-family: Wingdings; font-size: 12pt; line-height: 150%;">v<span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Entitas wujud di alam semesta terdiri atas 4 unsur: api, angin, air, tanah</span></div>
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<span style="font-family: Wingdings; font-size: 12pt; line-height: 150%;">v<span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Unsur-unsur 4 tersebut tidak bisa saling tukar menukar satu sama lain.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="color: #6fa8dc; line-height: 150%; margin-left: 63.8pt; text-align: justify; text-indent: -21.25pt;">
<span style="font-family: Wingdings; font-size: 12pt; line-height: 150%;">v<span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Ada 2 kekuatan/gaya: </span><span lang="FI" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">centripetal force of love </span><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">dan </span><span lang="FI" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">centrifugal force of strife</span><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">. Ini yang bertanggung jawab dalam interaksi unsur-usur tersebut.</span></div>
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<span style="font-family: Wingdings; font-size: 12pt; line-height: 150%;">v<span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Teori 4 unsur ini di adopsi Aristoteles dan diyakini hingga abad renaisans.</span></div>
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<span style="font-family: Wingdings; font-size: 12pt; line-height: 150%;">v<span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Untuk membuktikan bahwa dia bisa abadi, dia melompat ke kawah gunung api Etna.</span></div>
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<br /></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">E.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">LEUCIPPOS</span><span lang="FI" style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;"> (5th century bc)</span><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="color: #6fa8dc; line-height: 150%; margin-left: 63.8pt; text-align: justify; text-indent: -21.25pt;">
<span style="font-family: Wingdings; font-size: 12pt; line-height: 150%;">v<span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Tak ada yang terjadi secara kebetulan tanpa alasan, segalanya pasti punya tujuan.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="color: #6fa8dc; line-height: 150%; margin-left: 63.8pt; text-align: justify; text-indent: -21.25pt;">
<span style="font-family: Wingdings; font-size: 12pt; line-height: 150%;">v<span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Bapak Atomisme : entitas wujud adalah atom</span></div>
<div class="MsoListParagraphCxSpMiddle" style="color: #6fa8dc; line-height: 150%; margin-left: 63.8pt; text-align: justify; text-indent: -21.25pt;">
<span style="font-family: Wingdings; font-size: 12pt; line-height: 150%;">v<span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Ada 2 entitas ang invariant (bhs Indonesia: karar): atom dan kehampaan.</span></div>
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<span style="font-family: Wingdings; font-size: 12pt; line-height: 150%;">v<span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Segala<b> </b>sesuatu juga memiliki sifat mendasar: perubahan dan gerak.</span><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;"></span></div>
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<span style="font-family: Wingdings; font-size: 12pt; line-height: 150%;">v<span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Biasanya disebut bersamaan dengan muridnya, Democritus</span><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;"> </span><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;"></span></div>
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<b><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">II.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></b><b><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">FISIKA KLASIK</span></b></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Pada
zaman ini pemahaman dibidang kefisikaan masih sempit dan
perkembangannya tidak seluas pada perkembangan konsep-konsep fisika
modern. Contoh-contoh pemikiran pada zaman ini adalah :</span></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">A.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">MEKANIKA KLASIK (MEKANIKA NEWTONIAN)</span></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Mekanika
klasik menggambarkan dinamika partikel atau sistem partikel. Dinamika
partikel demikian, ditunjukkan oleh hukum-hukum Newton tentang gerak,
terutama oleh hukum kedua Newton. Hukum ini menyatakan, "Sebuah benda
yang memperoleh pengaruh gaya atau interaksi akan bergerak sedemikian
rupa sehingga laju perubahan waktu dari momentum sama dengan gaya
tersebut".</span></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Hukum-hukum
gerak Newton baru memiliki arti fisis, jika hukum-hukum tersebut
diacukan terhadap suatu kerangka acuan tertentu, yakni kerangka acuan
inersia (suatu kerangka acuan yang bergerak serba sama - tak mengalami
percepatan). Prinsip Relativitas Newtonian menyatakan, "Jika hukum-hukum
Newton berlaku dalam suatu kerangka acuan maka hukum-hukum tersebut
juga berlaku dalam kerangka acuan lain yang bergerak serba sama relatif
terhadap kerangka acuan pertama". </span></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Konsep
partikel bebas diperkenalkan ketika suatu partikel bebas dari pengaruh
gaya atau interaksi dari luar sistem fisis yang ditinjau (idealisasi
fakta fisis yang sebenarnya). Gerak partikel terhadap suatu kerangka
acuan inersia tak gayut (independen) posisi titik asal sistem koordinat
dan tak gayut arah gerak sistem koordinat tersebut dalam ruang.
Dikatakan, dalam kerangka acuan inersia, ruang bersifat homogen dan
isotropik. Jika partikel bebas bergerak dengan kecepatan konstan dalam
suatu sistem koordinat selama interval waktu tertentu tidak mengalami
perubahan kecepatan, konsekuensinya adalah waktu bersifat homogen.</span></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">B.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">ELEKTRODINAMIKA KLASIK</span></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Elekrodinamika,
sesuai dengan namanya adalah kajian yang menganalisis fenomena akibat
gerak elektron. Fenomena ini berkaitan dengan kelistrikan dan
kemagnetan. Kendati elektrodinamika merupakan bagian dari fisika klasik,
hukum-hukum elektrodinamika yang dikompilasi oleh Maxwell ternyata
sesuai dengan teori Relativitas, salah satu pilar dari fisika modern.
Teori elektromagnet membahas medan elektromagnet, yaitu medan<a href="http://www.blogger.com/post-edit.g?blogID=4010202382684415370&postID=2554612400465612077" name="194"></a> listrik </span><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">dan
medan magnet . Kedua besaran ini berhubungan dengan rapat muatan dan
rapat arus. Bagian ini tidak akan mengulas secara rinci teori medan
elektromagnet sebab dapat diperoleh dalam kuliah khusus tentang
elektrodinamika. Hal yang perlu dikemukakan di sini adalah bahwa menurut
Maxwell, medan listrik dan magnet memenuhi persamaan </span></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">(</span></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Persamaan ini mengungkapkan bahwa medan elektromagnet merambat dalam ruang dalam bentuk gelombang dengan kecepatan tetap </span>v<span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">.
Maxwell adalah orang pertama yang mengungkapkan bahwa gelombang EM
pada jangkauan frekuensi tertentu adalah gelombang cahaya. Sejak itu
orang kemudian memahami bahwa gelombang EM meliputi frekuensi sangat
rendah seperti sinar tampak (frekuensi berkisar 4000 A - 7000A), hingga
radiasi frekuensi tinggi seperti Sinar-X.</span></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Dalam kajian optika<a href="http://www.blogger.com/post-edit.g?blogID=4010202382684415370&postID=2554612400465612077" name="205"></a>
dipahami bahwa cahaya memiliki berbagai sifat yang menunjukkan bahwa
konsep cahaya sebagai gelombang tidak esensial. Akan tetapi guna
menjelaskan secara lebih tepat mengenai gejala interferensi, khususnya
difraksi<a href="http://www.blogger.com/post-edit.g?blogID=4010202382684415370&postID=2554612400465612077" name="206"></a>, konsep cahaya sebagai gelombang adalah mutlak.</span></div>
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Pada prinsipnya fisika klasik berpandangan bahwa materi terdiri atas
partikel dan radiasi terdiri atas gelombang. Pandangan ini menjadi acuan
dalam menjelaskan gejala alam. Contohnya, gaya yang dialami oleh
partikel bermuatan seperti, elektron dan proton, dengan massa
masing-masing </span><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;"></span><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">muatan
listrik satu satuan, berinteraksi melalui interaksi gravitasi (massa)
dan elektromagnetik. Geraknya dapat dijelaskan melalui Hukum Lorentz.
Akan tetapi, teori klasik tidak mampu menjelaskan bagaiman interaksi
partikel ini dengan cahaya (radiasi). </span></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">C.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">TERMODINAMIKA KLASIK</span></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Thermodinamika
adalah cabang ilmu pengetahuan yang membahas antara panas dan bentuk –
bentuk energi lainnya. Michael A Saad dalam bukunya menerangkan
Thermodimika merupakan sains aksiomatik yang berkenaan dengan
transformasi energi dari satu bentuk ke bentuk lainnya . energi dan
materi sangat berkaitan erat, sedemikian eratnya sehingga perpindahan
energi akan menyebabkan perubahan tingak keadaan materi tersebut.</span></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Hukum
pertama dari termodinamika menyatakan bahwa energi tidak dapat
diciptakan dan tidak dapat dihilangkan namun berubah dari satu bentuk
menjadi bentuk yang lainnya. Hukum ini mengatur semua perubahan bentuk
energi secara kuantitatif dan tidak membatasi arah perubahan bentuk itu.
Pada kenyataannya tidak ada kemungkinan terjadinya proses dimana
proses tersebut satu – satunya hasil dari perpindahan bersih panas dari
suatu tempat yang suhunya lebih rendah ke suatu tempat yang suhunya
lebih tinggi. Pernyataan yang mengandung kebenaran eksperimental ini di
kenal dengan hukum kedua termodinamika.</span></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Keterbatasan
termodimika klasik. Termodinamika klasik menggarap keadaan sistem dari
sudut pandang makroskopik dan tidak membuat hipotesa mengenai struktur
zat. Untuk membuat analisa termodinamika klasik kita perlu menguraikan
keadaan suatu sistem dengan perincian mengenai karakteristik –
karakteristik keseluruhannya seperti tekanan , volume dan temperature
yang dapat diukur secara lansung dan tidak menyangkut asumsi – asumsi
mengenai struktur zat.</span></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Termodinamika
klasik tidak memperhatikan perincian, perincian suatu proses tetapi
membahas keadaan – keadaan kesetimbangan. Dari sudut pandang
termodinamika jumlah panas yang dipindahkan selama suatu proses hanyalah
sama dengan beda antara perubahan energi sistem dan kerja yang
dilaksanakan., jelaslah bahwa analisa ini tidak memperhatikan mekanisme
aliran panas maupun waktu yang diperlukan untuk memindahkan panas
tersebut.</span></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;"> Termodinamika
klasik mampu menerangkan mengapa perpindahan panas dapat terjadi,
namun termodinamika klasik tidak menjelaskan bagaimana cara panas dapat
berpindah. Kita mengenal bahwa panas dapat berpindah dengan tiga cara
yaitu konduksi, konveksi dan radiasi.</span></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">D.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">TEORI RELATIVITAS UMUM</span></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Einstein
menyelesaikan teori relativitas umum pada 1915. Teori relativitas umum
menjelaskan bahwa gelombang elektromagnetik tidak sesuai dengan teori
gerakan Newton. Menurut Newton, gravitasi dianggap sebagai kekuatan
penarik... Planet-planet bergerak mengelilingi matahari dalam bentuk
lingkaran elips karena matahari memiliki kekuatan gravitasi yang amat
besar. Tapi menurut Einstein, gravitasi tidak dianggap sebagai kekuatan
penarik, tapi lebih sebagai kekuatan eksterior yang merupakan
konsekwensi dari ruang dan waktu atau ruang-waktu. Rangkaian ruang-waktu
empat-dimensi yang melengkung seringkali dilukiskan seperti sebuah
karet yang dimelarkan oleh benda bermasa—bintang, galaksi, dll. Benda
bermassa seperti matahari melengkungkan ruang-waktu di sekelilingnya dan
planet-planet bergerak di sepanjang jalur melengkungnya ruang-waktu.
Einstein berkata: “materi memberitahu ruang bagaimana cara
melengkungkan/memelarkan dirinya; ruang memberitahu materi cara
bergerak”. Teori relativitas umum memprediksi dengan tepat sampai pada
tingkatan apakah sebuah sinar cahaya akan terbentang saat ia lewat di
dekat matahari. Kalau dipaksa menyimpulkan teori relativitas umum dalam
satu kalimat: Keberadaan ruang, waktu, dan gravitasi tidak terpisahkan
dari benda. </span></div>
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<b><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">III.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></b><b><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">FISIKA MODERN</span></b></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Fisika
modern ini ditandai dengan pemikiran-pemikiran baru oleh para ilmuwan
fisika, dimana pemikiran baru ini lebih luas dari pemikiran di zaman
fisika klasik. Dengan kelamahan-kelemahan fisika klasik, fisika modern
mampu mengembangkan dan menjawab berbagai permasalahan yang tidak
terjawab oleh pemikiran fisika klasik. Beberapa penemuan penting dalam
zaman ini diantaranya :</span></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">A.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">RELATIVITAS KHUSUS</span></div>
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<span style="font-family: 'Times New Roman',serif; font-size: 12pt; line-height: 150%;">Hasil
percobaan Michelson Morley tidak dapat dijelaskan melalui Fisika
Klasik. Maka Einstein mengemukakan dua postulat relativitas khusus: </span></div>
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<span style="font-family: Wingdings; font-size: 12pt; line-height: 150%;">v<span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">hukum
fisika dapat dinyatakan dalam persamaan yang berbentuk sama dalam
semua kerangka acuan yang bergerak dengan kecepatan tetap satu terhadap<br />
lainnya.</span></div>
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<span style="font-family: Wingdings; font-size: 12pt; line-height: 150%;">v<span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">kelajuan cahaya dalam ruang hampa sama besar untuk semua pengamat, tidak bergantung dari keadaan gerak pengamat itu.</span></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">B.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">EFEK COMPTON</span></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Pada
efek fotolistrik, cahaya dapat dipandang sebagai kuantum energi dengan
energi yang diskrit. Kuantum energi tidak dapat digambarkan sebagai
gelombang tetapi lebih mendekati bentuk partikel. Partikel cahaya dalam
bentuk kuantum dikenal dengan sebutan foton. Pandangan cahaya sebagai
foton diperkuat lagi melalui gejala yang dikenal sebagai efek Compton.</span></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Jika
seberkas sinar-X ditembakkan ke sebuah elektron bebas yang diam,
sinar-X akan mengalami perubahan panjang gelombang dimana panjang
gelombang sinar-X menjadi lebih besar. Gejala ini dikenal sebagai efek
Compton, sesuai dengan nama penemunya, yaitu Arthur Holly
Compton.Sinar-X digambarkan sebagai foton yang bertumbukan dengan
elektron (seperti halnya dua bola bilyar yang bertumbukan). Elektron
bebas yang diam menyerap sebagian energi foton sehingga bergerak ke arah
membentuk sudut terhadap arah foton mula-mula. Foton yang menumbuk
elektron pun terhambur dengan sudut <i>θ</i> terhadap arah semula dan panjang gelombangnya menjadi lebih besar. Perubahan panjang gelombang foton setelah terhambur. </span><a href="http://aktifisika.files.wordpress.com/2010/02/compton01.gif"><span style="text-decoration: none;"></span></a><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Dimana <i>m</i> adalah massa diam elektron, <i>c</i> adalah kecepatan cahaya, dan <i>h</i> adalah konstanta Planck.</span></div>
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<b><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;"><span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span>IV.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></b><b><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">PENEMUAN BARU DI BIDANG SAINS</span></b><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;"></span></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Belum lama berselang, tepatnya tanggal 5 Juni yang lalu, suatu berita<br />
besar iptek muncul dari sebuah konperensi fisika “Neutrino 98″ yang<br />
berlangsung di Jepang. Neutrino, salah satu partikel dasar yang jauh lebih<br />
kecil daripada elektron, ternyata memiliki massa, demikian laporan dari<br />
suatu tim internasional yang tergabung dalam eksperimen<br />
Super-Kamiokande. Tim ahli-ahli fisika yang terdiri dari kurang lebih 120 orang dari<br />
berbagai negara termasuk AS, Jepang, Jerman, dan Polandia tersebut<br />
melakukan penelitian terhadap data-data yang dikumpulkan selama setahun oleh<br />
sebuah laboratorium penelitian neutrino bawah tanah di Jepang.</span></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Jika laporan ini terbukti benar dan dapat dikonfirmasi kembali oleh tim<br />
lainnya maka akan membawa dampak yang sangat luas terhadap beberapa<br />
teori fisika, terutama pembahasan mengenai interaksi partikel dasar, teori<br />
asal mula daripada alam semesta ini serta problema kehilangan massa<br />
(missing mass problem) maupun teori neutrino matahari.</span></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Neutrino, atau neutron kecil, adalah suatu nama yang diberikan oleh<br />
fisikawan dan pemenang hadiah Nobel terkenal dari Jerman: Wolfgang Pauli.<br />
Neutrino adalah partikel yang sangat menarik perhatian para fisikawan<br />
karena kemisteriusannya. Neutrino juga merupakan salah satu bangunan<br />
dasar daripada alam semesta yang bersama-sama dengan elektron, muon, dan<br />
tau, termasuk dalam suatu kelas partikel yang disebut lepton. Lepton<br />
bersama-sama dengan enam jenis partikel quark adalah pembentuk dasar semua<br />
benda di alam semesta ini.</span></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Ditemukan secara eksperimental pada tahun 1956 (dalam bentuk anti<br />
partikel) oleh Fred Reines (pemenang Nobel fisika tahun 1995) dan Clyde<br />
Cowan, neutrino terdiri dari 3 rasa (flavor), yakni: neutrino elektron,<br />
neutrino mu dan neutrino tau. Neutrino tidak memiliki muatan listrik dan<br />
selama ini dianggap tidak memiliki berat, namun neutrino memiliki<br />
antipartikel yang disebut antineutrino. Partikel ini memiliki keunikan karena<br />
sangat enggan untuk berinteraksi. Sebagai akibatnya, neutrino dengan<br />
mudah dapat melewati apapun, termasuk bumi kita ini, dan amat sulit untuk<br />
dideteksi.</span></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Diperkirakan neutrino dalam jumlah banyak terlepas dari hasil reaksi<br />
inti pada matahari kita dan karenanya diharapkan dapat dideteksi pada<br />
laboratorium di bumi. Untuk mengurangi pengaruh distorsi dari sinar<br />
kosmis, detektor neutrino perlu ditaruh di bawah tanah. Dengan mempergunakan<br />
tangki air sebanyak 50 ribu ton dan dilengkapi dengan tabung foto<br />
(photomultiplier tube) sebanyak 13 ribu buah, tim Kamiokande ini menemukan<br />
bahwa neutrino dapat berosilasi atau berganti rasa. Karena bisa<br />
berosilasi maka disimpulkan bahwa neutrino sebenarnya memiliki massa.</span></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Penemuan ini sangat kontroversial karena teori fisika yang selama ini<br />
kerap dipandang sebagai teori dasar interaksi partikel, yakni disebut<br />
teori model standard, meramalkan bahwa neutrino sama sekali tidak<br />
bermassa. Jika penemuan neutrino bermassa terbukti benar maka boleh jadi akan<br />
membuat teori model standard tersebut harus dikoreksi.</span></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Penemuan neutrino bermassa juga mengusik bidang fisika lainnya yakni<br />
kosmologi. Penemuan ini diduga dapat menyelesaikan problem kehilangan<br />
massa pada alam semesta kita ini (missing mass problem). Telah sejak lama<br />
para ahli fisika selalu dihantui dengan pertanyaan: Mengapa terdapat<br />
perbedaan teori dan pengamatan massa alam semesta? Jika berat daripada<br />
bintang-bintang, planet-planet, beserta benda-benda alam lainnya<br />
dijumlahkan semua maka hasilnya ternyata tetap lebih ringan daripada berat<br />
keseluruhan alam semesta.</span></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Para ahli fisika menganggap bahwa terdapat massa yang hilang atau tidak<br />
kelihatan. Selama ini para ahli tersebut berteori bahwa ada partikel<br />
unik yang menyebabkan selisih massa pada alam semesta. Namun teori<br />
semacam ini memiliki kelemahan karena partikel unik yang diteorikan tersebut<br />
belum pernah berhasil ditemukan.</span></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Dari hasil penemuan tim Kamiokande ini dapat disimpulkan bahwa ternyata<br />
partikel unik tersebut tidak lain daripada neutrino yang bermassa.</span></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Menurut teori dentuman besar (Big Bang) alam semesta kita ini bermula<br />
dari suatu titik panas luar biasa yang meledak dan terus berekspansi<br />
hingga saat ini. Fisikawan Arno Penzias dan Robert Wilson (keduanya<br />
kemudian memenangkan hadiah Nobel fisika tahun 1978) pada tahun 1965<br />
menemukan sisa-sisa gelombang mikro peninggalan dentuman besar yang sekarang<br />
telah mendingin hingga suhu sekitar 3 Kelvin. Namun salah satu hal yang<br />
masih diperdebatkan adalah masalah ekspansi alam semesta itu sendiri.<br />
Apakah hal ini akan terus menerus terjadi tanpa akhir? Penemuan neutrino<br />
bermassa diharapkan akan bisa menjawab pertanyaan yang sulit ini.</span></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Bayangkan suatu neutrino yang sama sekali tidak bermassa, seperti yang<br />
diperkirakan selama ini. Gaya gravitasi tentu tidak akan berpengaruh<br />
sama sekali pada partikel yang tidak memiliki berat. Namun apa yang<br />
terjadi jika neutrino ternyata memiliki berat? Dalam jumlah yang amat sangat<br />
banyak neutrino-neutrino ini tentu akan bisa mempengaruhi ekspansi alam<br />
semesta. Tampaknya ada kemungkinan ekspansi alam semesta suatu saat<br />
akan terhenti dan terjadi kontraksi atau penciutan kembali jika ternyata<br />
neutrino memiliki massa.</span></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Terakhir masih ada satu lagi problem fisika yang akan diusik oleh hasil<br />
penemuan ini yaitu problem neutrino matahari, dimana terjadi selisih<br />
jumlah perhitungan dan pengamatan neutrino yang dihasilkan oleh matahari<br />
kita. Untuk keabsahan penemuan ini tim internasional dari eksperimen super<br />
Kamiokande dalam laporannya juga mengajak tim-tim saintis lainnya untuk<br />
mengkonfirmasi penemuan mereka. Namun menurut pengalaman di masa lalu,<br />
laporan osilasi neutrino dan neutrino bermassa selalu kontroversi dan<br />
jarang bisa dikonfirmasi kembali.</span></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Untuk sementara ini para ahli harus sabar menunggu karena eksperimen<br />
semacam ini hanya bisa dilakukan oleh segelintir eksperimen saja di<br />
seluruh dunia. Yang pasti jika hasil penemuan ini memang nantinya terbukti<br />
benar maka jelas dampaknya akan sangat terasa pada beberapa teori fisika<br />
modern.</span></div>
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<b><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;"><span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span>V.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></b><b><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">FISIKA MASA KEJAYAAN ISLAM</span></b></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Islam
memiliki kontribusi besar dalam perkembangan ilmu fisika, banyak
tokoh-tokoh islam yang menemukan berbagai teori-teori fisika,
diantaranya adalah :</span></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">A.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">IBNU SINA</span></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">“Sesungguhnya
Anda akan mengetahui bahwa materi saat kosong secara alami, dan tidak
ditemukan adanya pengaruh luar (asing), tidak akan keluar dari tempat
tertentu dengan bentuk tertentu. Sebab, secara alami merupakan dasar
untuk menjawab itu. Materi tetaplah materi, selagi tidak ada tuntutan
luar yang menggerakkannya maka keadaannya tetap seperti semula”. Ini
sama seperti yang dikemukakan oleh Newton dalam hukumnya yang berbunyi
“materi akan tetap dalam keadaan diam atau bergerak teratur selagi tidak
dipaksa oleh kekuatan luar yg mengubah keadaan tersebut”.</span></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">B.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">ABU BARAKAT HABBATULLAH IBN MALKA AL-BAGHDADI</span></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">“pada
setiap gerakan untuk memendekkan waktu (perjalanan yang ditempuh) itu
mungkin tidak mustahil. Daya jika lebih kuat digerakkan lebih cepat
bisa (menggerakkan) waktu yang pendek. Jika daya itu bertambah kuat
bertambah pula kecepatan hingga dapat memperpendek waktu. Jika kekuatan
itu tidak terbatas, kecepatan juga tidak terbatas. Demikian itu
menjadikan gerakan tanpa ruang waktu menjadi semakin kuat, karena
penafsiran waktu dalam kecepatan berakhir sesuai dengan daya kekuatan”.
Dalam bab 17, Al-Khala’ juga menyebutkan bahwa “kecepatan itu akan
semakin bertambah jika daya semakin kuat. Jika bertambah daya dorong,
bertambah pula kecepatan materi yg bergerak sehingga bisa memendekkan
waktu dalam menempuh jarak tertentu”. Hal ini juga dikemukakan oleh
Newton dalam hukum yang ditulis dengan persamaan F = d(mv)/dt. </span></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">Bunyi
hukum Newton menyebutkan bahwa aksi = - reaksi. Dan Abu Barakat
Habbatullah ibn Malka Al-Baghdadi (480-560 H/1087-1164 M) dalam kitab
Al-Mukhtabar fi Al-Hikmah menyebutkan bahwa “himpunan (komponen) saling
tarik-menarik antara dua pergerakan pada tiap-tiap satu dari benda
yang saling tarik-menarik dalam daya tariknya, menimbulkan daya
perlawanan terhadap daya lainnya. Jika salah satunya menang bukan
berarti menarik sekelilingnya yang tidak mempunyai daya tarik lain.
Bahkan kekuatan itu tetap ada dan kuat. Andai tidak ada, niscaya yang
lain tidak membutuhkan semua daya tarik tersebut.” </span></div>
<div class="MsoListParagraphCxSpMiddle" style="color: #6fa8dc; line-height: 150%; margin-left: 63.8pt; text-align: justify; text-indent: 35.45pt;">
<span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">“apakah
batu yang dilempar itu berhenti pada titik paling tinggi yang sampai
kepadanya saat dimulai pelemparannya ke sisi bumi? Dan ia menjawabnya
sendiri “Barangsiapa yang menyangka bahwa antara gerakan batu yang
dilempar tinggi dengan lingkaran kejatuhannya dan berhenti, dia salah.
Hal itu disebabkan karena lemahnya kekuatan yang memaksa batu itu dan
daya beratnya, sehingga melemahkan gerakannya, menyembunyikan gerakan
pada satu sudut, yang disangka dia itu diam (padahal dia telah
menariknya, yaitu daya gravitasi)”.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="color: #6fa8dc; line-height: 150%; margin-left: 63.8pt; text-align: justify; text-indent: -21.25pt;">
<span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">C.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">IMAM FAKHRUDIN AR RAZI</span></div>
<div class="MsoListParagraphCxSpMiddle" style="color: #6fa8dc; line-height: 150%; margin-left: 63.8pt; text-align: justify; text-indent: 35.45pt;">
<span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">“partikel-partikel
mempunyai daya tarik-menarik sejajar sampai berhenti di tengah-tengah,
tidak diragukan lagi, bahwa salah satu di antara keduanya berbuat
dalam suatu gaya yang saling menghalangi gaya lain”. Pernyataan ini
masih sama seperti hukum aksi reaksi newton.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="color: #6fa8dc; line-height: 150%; margin-left: 63.8pt; text-align: justify; text-indent: -21.25pt;">
<span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">D.<span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">IBNU HAITSAM</span></div>
<div class="MsoListParagraphCxSpMiddle" style="color: #6fa8dc; line-height: 150%; margin-left: 63.8pt; text-align: justify; text-indent: 36pt;">
<span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;">“gerakan
jika saling bertemu gerakan akan saling menolak. Daya pergerakan itu
akan tetap ada selagi masih terdapat unsur yang menolak (menghalangi).
Gerakan akan kembali menurut arah asal dia bergerak. Dimana daya
geraknya untuk kembali itu sesuai dengan daya gerakan yang
menggerakkannya pada permulaan, juga menurut daya yang menolaknya.” </span></div>
<div style="color: #6fa8dc; text-align: justify;">
<br /></div>
<div style="color: #6fa8dc; text-align: justify;">
http://angganzk.blogspot.com/2011/07/perkembangan-sejarah-fisika.html </div>
<div style="color: #6fa8dc; text-align: justify;">
http://kondhe.blogspot.com/2012/02/perkembangan-sejarah-fisika-posted-by.html </div>
Anonymoushttp://www.blogger.com/profile/00979134198345408495noreply@blogger.com1tag:blogger.com,1999:blog-7747932351238197730.post-11922011023018100592012-11-24T07:25:00.000-08:002012-11-24T07:25:04.075-08:00Gerak dan Posisi Benda Langit<div style="color: #0b5394;">
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 18.0pt;"></span><span style="font-family: "Times New Roman","serif"; font-size: 18.0pt; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 18.0pt;">Gerak Semu Harian dan Tahunan Matahari</span></b><u><span style="font-family: "Times New Roman","serif"; font-size: 18.0pt; mso-fareast-font-family: "Times New Roman";"></span></u><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-bidi-font-size: 14.0pt; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 18.0pt;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> </span></span></span></b></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><span style="font: 7pt "Times New Roman";"> </span></span></b><b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">Gerak Semu
Harian Matahari<span style="mso-font-kerning: 18.0pt;"></span></span></b>
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<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">Penyebab:
<b>rotasi bumi </b>(gerak putar bumi pada sumbu putarnya). Kala rotasi bumi
adalah <b>23 jam 56 menit 4.1 detik</b></span></div>
<div class="MsoNormal" style="color: #0b5394; line-height: normal; margin-left: 0.5in; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">Gerak
semu harian matahari mengakibatkan perubahan posisi matahari setiap harinya.
matahari terlihat terbit di timur dan tenggelam di barat. Padahal gerak semu
ini teramati karena <i>bumi kita yang berotasi dengan arah sebaliknya, dari
barat ke timur</i>. Sehingga akan muncul tampak kesan semu bahwa dari sudut
pandang kita (sebagai pengamat) di bumi, matahari-lah yang bergerak
mengelilingi.</span></div>
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<br /></div>
<span style="color: #0b5394;">
</span><br />
<div class="MsoListParagraph" style="color: #0b5394; line-height: normal; text-align: justify; text-indent: -0.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-bidi-font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> </span></span></span><b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">Gerak Semu
Tahunan Matahari</span></b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="color: #0b5394; line-height: normal; text-align: justify; text-indent: 0.5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">Penyebab:
<b>revolusi bumi</b></span></div>
<div class="MsoNormal" style="color: #0b5394; line-height: normal; margin: 0in 0in 0.0001pt 0.5in; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">Bumi membutuhkan waktu
selama 1 tahun untuk bergerak mengelilingi matahari (revolusi). Bumi selain
bergerak mengelilingi matahari, juga bergerak berputar terhadap sumbunya
(rotasi). Tetapi sumbu rotasi bumi ini tidak sejajar terhadap sumbu revolusi,
melainkan sedikit miring sebesar 23,5 derajat. Akibat dari miringnya sumbu
rotasi bumi itu, matahari tidak selalu terlihat di atas khatulistiwa mumi,
matahari akan terlihat berada di bagian utara dan selatan bumi. selama setengah
tahun, matahari lebih banyak menerangi bumi bagian utara, dan setengah tahun
berikutnya matahari lebih banyak menerangi bumi bagian selatan. Dalam gerak
semunya, matahari akan tampak bergerak dari khatulistiwa (equator) antara 23,5
derajat lintang utara dan lintang selatan. Pada tanggal 21 maret – 21 juni,
matahari bergeser dari khatulistiwa menuju ke utara dan akan berbalik arah
setelah mencapai 23,5 derajat lintang utara dan kembali bergerak menuju
khatulistiwa. setelah itu, matahari akan tampak bergerak ke selatan dan
berbalik arah setelah mencapai 23,5 derajat lintang selatan.</span></div>
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" /><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";"> </span></div>
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<a href="http://reddateaddict.files.wordpress.com/2012/02/13124684121150389712.jpg"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman"; mso-no-proof: yes; text-decoration: none; text-underline: none;"><span style="mso-ignore: vglayout;"></span></span></a><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">Sekitar
tanggal 21 maret saat matahari melintasi ekuator langit, momen ini juga disebut
“hari pertama musim semi”. Saat matahari mencapai deklinasi ini pada titik
balik matahari musim panas sekitar bulan juni 21. Hari ini juga disebut
“pertengahan musim panas” atau “hari pertama musim panas”. matahari mencapai
deklinasi dari -23,5 derajat pada titik balik matahari musim dingin, sekitar 21
desember.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt;">Sumber: </span><a href="http://reddateaddict.wordpress.com/2012/02/23/gerak-semu-harian-dan-tahunan-matahari/"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt;">http://reddateaddict.wordpress.com/2012/02/23/gerak-semu-harian-dan-tahunan-matahari/</span></a><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt;"></span></div>
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<h3 style="color: #0b5394;">
<span style="font-family: "Times New Roman","serif"; font-size: 18pt; line-height: 115%;">8 Fase-Fase Bulan</span></h3>
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<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%;">Bulan
adalah satu-satunya satelit alami Bumi, dan merupakan satelit alami terbesar
ke-5 di Tata Surya. Bulan tidak mempunyai sumber cahaya sendiri dan cahaya
Bulan sebenarnya berasal dari pantulan cahaya Matahari.<br />
Jarak rata-rata Bumi-Bulan dari pusat ke pusat adalah 384.403 km, sekitar 30
kali diameter Bumi. Diameter Bulan adalah 3.474 km, sedikit lebih kecil dari seperempat
diameter Bumi. Ini berarti volume Bulan hanya sekitar 2 persen volume Bumi dan
tarikan gravitasi di permukaannya sekitar 17 persen daripada tarikan gravitasi
Bumi. Bulan beredar mengelilingi Bumi sekali setiap 27,3 hari (periode orbit),
dan variasi periodik dalam sistem Bumi-Bulan-Matahari bertanggungjawab atas
terjadinya fase-fase Bulan yang berulang setiap 29,5 hari (periode sinodik). <br />
<br />
Fase bulan adalah bentuk bulan yang selalu berubah-ubah jika dilihat dari bumi.
Fase bulan itu tergantung pada kedudukan bulan terhadap matahari dilihat dari
bumi. Fase bulan disebut juga aspek bulan.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%;">Berikut
ini adalah deskripsi dari masing-masing fase Bulan :<a href="http://www.blogger.com/blogger.g?blogID=7747932351238197730" name="more"></a><br />
Fase 1 – New Moon (Bulan baru): Sisi bulan yang menghadap bumi tidak menerima
cahaya dari matahari, maka, bulan tidak terlihat. <br />
Fase 2 – Waxing Crescent (Sabit Muda) : Selama fase ini, kurang dari setengah
bulan yang menyala dan sebagai fase berlangsung, bagian yang menyala secara
bertahap akan lebih besar. <br />
Fase 3 – Third Quarter (Kuartal III): Bulan mencapai tahap ini ketika setengah
dari itu terlihat. <br />
Fase 4 – Waxing Gibbous: Awal fase ini ditandai saat bulan adalah setengah
ukuran. Sebagai fase berlangsung, bagian yang daftar akan lebih besar. <br />
Fase 5 – Full Moon (Bulam purnama): Sisi bulan yang menghadap bumi cahaya dari
matahari benar-benar, maka seluruh bulan terlihat. Hal ini terjadi ketika bulan
berada di sisi berlawanan dari Bumi. <br />
Fase 6 – Waning Gibbous : Selama fase ini, bagian dari bulan yang terlihat dari
Bumi secara bertahap menjadi lebih kecil. <br />
Fase 7 – First Quarter (Kuartal I): Bulan mencapai tahap ini ketika setengah
dari itu terlihat. <br />
Fase 8 – Waning Crescent (Sabit tua): Hanya sebagian kecil dari bulan terlihat
dalam fase yang secara bertahap menjadi lebih kecil. </span></div>
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Rasanya akan lebih mudah untuk mengertikan siklus bulan dengan mengenal fase
Bulan Mati/Baru dan Bulan Purnama, Kuartal I dan Kuartal III dan fasa-fasa<span style="mso-tab-count: 1;"> </span>diantaranya.<br />
<br />
Bulan Mati/Baru terjadi pada saat Bulan kurang-lebih berada dalam satu garis
lurus di antara Matahari dan Bumi (Kenapa lebih-kurang akan diterangkan di
bawah). Seluruh permukaan bulan yang disinari matahari berada di bagian
“belakang” bulan, di bagian yang tidak bisa kita lihat dari Bumi.<br />
<br />
Pada Bulan Purnama, Bumi, Bulan dan Matahari kembali kurang-lebih berada dalam
satu garis lurus, tetapipada posisi yang berlawanan, sedemikian rupa sehingga
seluruh pemukaan bulan yang disinari matahari berhadapan dengan kita. Sisi
gelapnya tersembunyi di “belakang”. <br />
<br />
Kuartal I dan Kuartal III dari fasa bulan (keduanya sering disebut Bulan
Setengah (Half Moon) terjadi bila posisi Bulan, Bumi dan Matahari membentuk
sudut 900 sehingga kita melihat persis separuh bagian bulan yang disinari
matahari dan separuh bagian lagi gelap.<br />
<br />
Dengan mengenal ke empat fasa di atas maka keempat fasa lainnya akan lebih
mudah dimengerti, karena semuanya merupakan gambaran dari proses transisi dari
satu fase ke fase berikutnya<br />
<br />
Untuk memudahkan mengingat dan mengerti keempat fase lainnya itu kita
istilahkan ; Sabit (Crescent), Gibbous, Waxing (membesar) dan Waning
(mengecil). <br />
<br />
Sabit (crescent) menunjukkan fasa dimana bulan terkesan disinari kurang dari
separuh permukaannya . Sedangkan Gibbous menunjukkan fasa dimana bulan disinari
lebih dari separuh permukaannya. Waxing pada prinsipnya menunjukkan pembesaran
atau perluasan penyinaran. Sedangkan Waning adalah pengecilan atau penciutan
penyinaran <br />
<br />
Sehingga kita bisa mengkombinasikan istilah istilah di atas untuk menunjukan
fasa-fasa bulan, sebagai berikut :<br />
Setelah fasa Bulan Baru (ijtima), sinarnya mulai membesar, tapi masih kurang
dari setengahnya, diistilahkan sebagai Waxing Crescent (Sabit Muda). Setelah
Kuartal I (Bulan Setengah), porsi penyinarannya tetap masih bertambah sehingga
lebih dari setengahnya, sehingga disebut sebagai Waxing Gibbous. Setelah
mencapai Purnama, selanjutnya penyinaran akan mulai mengecil, sehingga disebut
Waning Gibbous. Terus mengecil untuk mencapai Kuartal III (Bulan Setengah)
untuk selanjutnya menjadi Waning Crescent (Sabit Tua) demikian seterusnya
menjadi Bulan Mati atau Bulan Baru (ijtima) kembali.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">Sumber: </span><a href="http://rixshare.blogspot.com/2012/04/8-fase-fase-bulan.html"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">http://rixshare.blogspot.com/2012/04/8-fase-fase-bulan.html</span></a><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;"></span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 18.0pt; mso-fareast-font-family: "Times New Roman";">Gerhana Matahari Dan Gerhana Bulan </span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">Dalam peredarannya suatu ketika bulan, bumi, dan matahari
akan berada pada satu garis lurus. Pada saat seperti itu terjadi gerhana.</span></div>
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<br /></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">Gerhana
Matahari</span></b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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<br /></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">Gerhana matahari terjadi pada waktu bulan berada di antara
bumi dan matahari, yaitu pada waktu bulan mati, dan bayang-bayang bulan yang
berbentuk kerucut menutupi permukaan bumi.</span></div>
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<span lang="ES" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman";">Bayang-bayang
bulan ada dua bagian, yaitu umbra dan penumbra. Umbra adalah bagian yang gelap
dan berbentuk kerucut yang puncaknya menuju ke bumi. Penumbra adalah bagian
yang agak terang dan bentuknya makin jauh dari bulan semakin lebar.</span><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span lang="ES" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman";">Daerah yang
berada dalam liputan umbra akan mengalami gerhana matahari total, sedangkan
yang berada dalam liputan penumbra mengalami gerhana matahari sebagian. Pada
gerhana matahari total akan tampak cahaya korona matahari yang bentuknya
seperti mahkota dan semburan gas dari permukaan matahari yang berwarna lebih
merah.</span></div>
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<span lang="ES" style="font-family: "Times New Roman","serif"; font-size: 14pt;"> </span><img alt="" 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" 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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIl5HuvXRQId61vaLrF1NZRG8aoaHWZQvXr-BKeNEn1GkPopqB-etL3frBwuVzKqB-MTudZuFu2rrCwlFY2Imw8Upb41C6yDRH6_5jNxt5duPhnrYmM_kclAD8d0PpmkjOpm9qoTZ_8EY/s1600/Gerhana-Matahari.gif"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman"; mso-no-proof: yes; text-decoration: none; text-underline: none;"><span style="mso-ignore: vglayout;"></span></span></a><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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<b><span lang="ES" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman";">Gerhana Bulan</span></b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span lang="ES" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman";">Gerhana bulan
terjadi pada waktu bumi berada di antara bulan dan matahari, yaitu pada waktu
bulan purnama dan bayang-bayang bumi menutup permukan bulan. </span><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">Gerhana bulan dapat terlihat jelas kalau bulan tertutup oleh
bayang-bayang umbra. Dalam peredaran mengelilingi bumi, ada kalanya bulan
bergerak ke tengah-tengah daerah bayang-bayang umbra, sehingga bisa lebih dari
dua jam berada dalam kegelapan. Dalam keadaan demikian terjadilah gerhana bulan
total.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">Ada kalanya bulan hanya lewat dibagian tepi bayang-bayang
umbra, sehingga permukaannya yang menjadi gelap hanya sebagian saja. Pada saat
seperti ini yang terlihat adalah gerhana bulan sebagian.</span></div>
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" /></div>
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<div class="MsoNormal" style="color: #0b5394; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdtDcV11mDxWMohpgbMWIheYMJVo8ubfpSMuQJG0t1dcu83WjRpIcxi42Mdq78ujc8_f-o4IEVUVI7ytCDS0pVjSin28h7Ri9zbCZPB7RDFyxCVqvRhFrtu0U3c6hHcsvdS7li6WeyGps/s1600/Gerhana-Bulan.jpg"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman"; mso-no-proof: yes; text-decoration: none; text-underline: none;"><span style="mso-ignore: vglayout;"></span></span></a><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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<br /></div>
<div class="MsoNormal" style="color: #0b5394; line-height: normal; margin-bottom: 0.0001pt; text-align: justify; text-indent: 0.5in;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">Macam-macam
Gerhana bulan</span></b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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<br /></div>
<div class="MsoNormal" style="color: #0b5394; line-height: normal; margin: 0in 0in 0.0001pt 0.5in; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">Berdasarkan <b>keadaan saat fase puncak gerhana</b>, Gerhana
bulan dapat dibedakan menjadi:</span></div>
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<br /></div>
<div class="MsoNormal" style="color: #0b5394; line-height: normal; margin-bottom: 0.0001pt; text-align: justify; text-indent: 0.5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">1.
Gerhana bulan Total</span></div>
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<br /></div>
<div class="MsoNormal" style="color: #0b5394; line-height: normal; margin: 0in 0in 0.0001pt 0.5in; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">Jika saat fase gerhana maksimum gerhana, keseluruhan Bulan
masuk ke dalam bayangan inti / umbra Bumi, maka gerhana tersebut dinamakan
Gerhana bulan total. Gerhana bulan total ini maksimum durasinya bisa mencapai
lebih dari 1 jam 47 menit.</span></div>
<div class="MsoNormal" style="color: #0b5394; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="color: #0b5394; line-height: normal; margin-bottom: 0.0001pt; text-align: justify; text-indent: 0.5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">2.
Gerhana bulan Sebagian</span></div>
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<br /></div>
<div class="MsoNormal" style="color: #0b5394; line-height: normal; margin: 0in 0in 0.0001pt 0.5in; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">Jika hanya sebagian Bulan saja yang masuk ke daerah umbra
Bumi, dan sebagian lagi berada dalam bayangan tambahan / penumbra Bumi pada
saat fase maksimumnya, maka gerhana tersebut dinamakan Gerhana bulan sebagian.</span></div>
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<br /></div>
<div class="MsoNormal" style="color: #0b5394; line-height: normal; margin-bottom: 0.0001pt; text-align: justify; text-indent: 0.5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">3.
Gerhana bulan Penumbral Total</span></div>
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<br /></div>
<div class="MsoNormal" style="color: #0b5394; line-height: normal; margin: 0in 0in 0.0001pt 0.5in; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">Pada Gerhana bulan jenis ke- 3 ini, seluruh Bulan masuk ke
dalam penumbra pada saat fase maksimumnya. Tetapi tidak ada bagian Bulan yang
masuk ke umbra atau tidak tertutupi oleh penumbra. </span><span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman";">Pada kasus seperti ini, Gerhana
bulannya kita namakan Gerhana bulan penumbral total.</span><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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<br /></div>
<div class="MsoNormal" style="color: #0b5394; line-height: normal; margin-bottom: 0.0001pt; text-align: justify; text-indent: 0.5in;">
<span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman";">4. Gerhana bulan Penumbral Sebagian</span><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="color: #0b5394; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="color: #0b5394; line-height: normal; margin: 0in 0in 0.0001pt 0.5in; text-align: justify;">
<span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman";">Dan Gerhana
bulan jenis terakhir ini, jika hanya sebagian saja dari Bulan yang memasuki
penumbra, maka Gerhana bulan tersebut dinamakan Gerhana bulan penumbral
sebagian.</span><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="color: #0b5394; line-height: normal; margin: 0in 0in 0.0001pt 0.5in; text-align: justify;">
<span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman";">Gerhana bulan
penumbral biasanya tidak terlalu menarik bagi pengamat. Karena pada Gerhana
bulan jenis ini, penampakan gerhana hampir-hampir tidak bisa dibedakan dengan
saat bulan purnama biasa.</span><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="color: #0b5394; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="color: #0b5394; line-height: normal; margin-bottom: 0.0001pt; text-align: justify; text-indent: 0.5in;">
<span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman";">Sedangkan berdasarkan <b>bentuknya</b>, ada tiga tipe
Gerhana bulan, yaitu:</span><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="color: #0b5394; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="color: #0b5394; line-height: normal; margin-bottom: 0.0001pt; text-align: justify; text-indent: -0.25in;">
<span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman";"><span style="mso-tab-count: 1;"> </span>1. Tipe t,
atau Gerhana bulan total. Disini, bulan masuk seluruhnya ke dalam kerucut umbra
bumi.</span><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="color: #0b5394; line-height: normal; margin-bottom: 0.0001pt; text-align: justify; text-indent: -0.25in;">
<span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman";"><span style="mso-tab-count: 1;"> </span>2. Tipe p,
atau Gerhana bulan parsial, ketika hanya sebagian bulan yang masuk ke dalam
kerucut umbra bumi.</span><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="color: #0b5394; line-height: normal; margin-bottom: 0.0001pt; text-align: justify; text-indent: -0.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-tab-count: 1;"> </span>3.
Tipe pen, atau Gerhana bulan penumbra, ketika bulan masuk ke dalam kerucut
penumbra, tetapi tidak ada bagian bulan yang masuk ke dalam kerucut umbra bumi.</span></div>
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<br /></div>
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" 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" 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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgwG0CuF5vx3y0xWO0zIsWJ-OAypN6to5r7QQjQWeyISI5dyiYrrE9W4uVkgPdyVppDTtntmSgQLMdqaW7EGy6FgcDPWxI_TvZF3WYEOW64_MFyvenF_oe79XuKu1Pz7cy0YsMwplEk5KA/s1600/gerhana-bulan-umbra.jpg"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman"; mso-no-proof: yes; text-decoration: none; text-underline: none;"><span style="mso-ignore: vglayout;"></span></span></a><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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Sumber : </span><a href="http://arulastro.blogspot.com/2012/06/gerhana-bulan-dan-gerhana-matahari.html#ixzz2CDAVZhgZ"><span style="font-family: "Times New Roman","serif"; font-size: 14pt;">http://arulastro.blogspot.com/2012/06/gerhana-bulan-dan-gerhana-matahari.html#ixzz2CDAVZhgZ</span></a><span style="font-family: "Times New Roman","serif"; font-size: 14pt;"></span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">Sistem
Koordinat Ekliptika Heliosentrik (Heliocentric Ecliptical Coordinate) </span></b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">Pada
koordinat ini, matahari (sun) menjadi pusat koordinat. Benda langit lainnya
seperti bumi (earth) dan planet bergerak mengitari matahari. Bidang datar yang
identik dengan bidang xy adalah bidang ekliptika yatu bidang bumi mengitari
matahari.</span></div>
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" /><span style="font-family: "Times New Roman","serif"; font-size: 14pt;"> </span></div>
<span style="color: #0b5394;">
</span><br />
<div class="MsoNormal" style="color: #0b5394; line-height: normal; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman"; mso-no-proof: yes;"></span><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="color: #0b5394; line-height: normal; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">Gambar
4. Sistem Koordinat Ekliptika Heliosentrik</span></div>
<ul style="color: #0b5394;" type="square">
<li class="MsoNormal" style="line-height: normal; mso-list: l4 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">Pusat koordinat: Matahari
(Sun).</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l4 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">Bidang datar referensi: Bidang
orbit bumi mengitari matahari (bidang ekliptika) yaitu bidang xy.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l4 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">Titik referensi: Vernal
Ekuinoks (VE), didefinisikan sebagai sumbu x.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l4 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">Koordinat: </span></li>
<ul type="square">
<li class="MsoNormal" style="line-height: normal; mso-list: l4 level2 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 1.0in; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">r = jarak (radius) benda
langit ke matahari</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l4 level2 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 1.0in; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">l = sudut bujur ekliptika
(ecliptical longitude), dihitung dari VE berlawanan arah jarum jam</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l4 level2 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 1.0in; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">b = sudut lintang ekliptika
(ecliptical latitude), yaitu sudut antara garis penghubung benda
langit-matahari dengan bidang ekliptika.</span></li>
</ul>
</ul>
<div class="MsoNormal" style="color: #0b5394; line-height: normal; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">Sistem
Koordinat Ekliptika Geosentrik (Geocentric Ecliptical Coordinate) </span></b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="color: #0b5394; line-height: normal; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">Pada
sistem koordinat ini, bumi menjadi pusat koordinat. Matahari dan planet-planet
lainnya nampak bergerak mengitari bumi. Bidang datar xy adalah bidang
ekliptika, sama seperti pada ekliptika heliosentrik.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 14pt;"> </span><img alt="" 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" /></div>
<span style="color: #0b5394;">
</span><br />
<div class="MsoNormal" style="color: #0b5394; line-height: normal; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman"; mso-no-proof: yes;"></span><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="color: #0b5394; line-height: normal; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">Gambar
5. Sistem Koordinat Ekliptika Geosentrik</span></div>
<ul style="color: #0b5394;" type="square">
<li class="MsoNormal" style="line-height: normal; mso-list: l2 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">Pusat Koordinat: Bumi (Earth)</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l2 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">Bidang datar referensi: Bidang
Ekliptika (Bidang orbit bumi mengitari matahari, yang sama dengan bidang
orbit matahari mengitari bumi) yaitu bidang xy.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l2 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">Titik referensi: Vernal
Ekuinoks (VE) yang didefinisikan sebagai sumbu x.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l2 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">Koordinat: </span></li>
<ul type="square">
<li class="MsoNormal" style="line-height: normal; mso-list: l2 level2 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 1.0in; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">Jarak benda langit ke bumi
(seringkali diabaikan atau tidak perlu dihitung)</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l2 level2 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 1.0in; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">Lambda = Bujur Ekliptika
(Ecliptical Longitude) benda langit menurut bumi, dihitung dari VE.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l2 level2 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 1.0in; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">Beta = Lintang Ekliptika
(Ecliptical Latitude) benda langit menurut bumi yaitu sudut antara garis
penghubung benda langit-bumi dengan bidang ekliptika</span></li>
</ul>
</ul>
<div class="MsoNormal" style="color: #0b5394; line-height: normal; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">Sistem
Koordinat Ekuator Geosentrik </span></b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="color: #0b5394; line-height: normal; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">Ketika
bumi bergerak mengitari matahari di bidang Ekliptika, bumi juga sekaligus
berotasi terhadap sumbunya. Penting untuk diketahui, sumbu rotasi bumi tidak
sejajar dengan sumbu bidang ekliptika. Atau dengan kata lain, bidang ekuator
tidak sejajar dengan bidang ekliptika, tetapi membentuk sudut kemiringan
(epsilon) sebesar kira-kira 23,5 derajat. Sudut kemiringan ini sebenarnya tidak
bernilai konstan sepanjang waktu. Nilainya semakin lama semakin mengecil.
Masalah ini Insya Allah akan dibahas pada kesempatan lain.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 14pt;"> </span><img alt="" 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" /></div>
<span style="color: #0b5394;">
</span><br />
<div class="MsoNormal" style="color: #0b5394; line-height: normal; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman"; mso-no-proof: yes;"></span><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="color: #0b5394; line-height: normal; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">Gambar
6. Sistem Koordinat Ekuator Geosentrik</span></div>
<ul style="color: #0b5394;" type="square">
<li class="MsoNormal" style="line-height: normal; mso-list: l3 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">Pusat koordinat: Bumi</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l3 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">Bidang datar referensi: Bidang
ekuator, yaitu bidang datar yang mengiris bumi menjadi dua bagian melewati
garis khatulistiwa</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l3 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">Koordinat: </span></li>
<ul type="square">
<li class="MsoNormal" style="line-height: normal; mso-list: l3 level2 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 1.0in; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">jarak benda langit ke bumi.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l3 level2 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 1.0in; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">Alpha = Right Ascension =
Sudut antara VE dengan proyeksi benda langit pada bidang ekuator, dengan
arah berlawanan jarum jam. Biasanya Alpha bukan dinyatakan dalam satuan
derajat, tetapi jam (hour disingkat h). Satu putaran penuh = 360 derajat
= 24 jam = 24 h. Karena itu jika Alpha dinyatakan dalam derajat, maka
bagilah dengan 12 untuk memperoleh satuan derajat. Titik VE menunjukkan 0
h.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l3 level2 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 1.0in; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">Delta = Declination
(Deklinasi) = Sudut antara garis hubung benda langit-bumi dengan bidang
ekliptika.Nilainya mulai dari -90 derajat (selatan) hingga 90 derajat
(utara). Pada bidang ekuator, deklinasi = 0 derajat.</span></li>
</ul>
</ul>
<div class="MsoNormal" style="color: #0b5394; line-height: normal; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">Seringkali,
Alpha (right ascension) dinyatakan dalam bentuk H (hour angle). Hubungan antara
Alpha dengan H adalah H = LST – Alpha.</span></div>
<div class="MsoNormal" style="color: #0b5394; line-height: normal; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">Disini,
LST adalah Local Sidereal Time, yang sudah penulis bahas sebelumnya pada
tulisan tentang Macam-Macam Waktu
(http://www.eramuslim.com/syariah/ilmu-hisab/macam-macam-waktu.htm)</span></div>
<div class="MsoNormal" style="color: #0b5394; line-height: normal; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">Sistem
Koordinat Horison </span></b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="color: #0b5394; line-height: normal; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">Pada
sistem koordinat ini, pusat koordinat adalah posisi pengamat (bujur dan
lintang) yang terletak di permukaan bumi. Kadang-kadang, ketinggian pengamat
dari permukaan bumi juga ikut diperhitungkan. Bidang datar yang menjadi
referensi seperti bidang xy adalah bidang horison (bidang datar di sekitar
pengamat di permukaan bumi).</span></div>
<div class="MsoNormal" style="color: #0b5394; line-height: normal; text-align: justify;">
<img alt="" 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" /><span style="font-family: "Times New Roman","serif"; font-size: 14pt;"> </span></div>
<span style="color: #0b5394;">
</span><br />
<div class="MsoNormal" style="color: #0b5394; line-height: normal; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman"; mso-no-proof: yes;"></span><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="color: #0b5394; line-height: normal; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">Gambar
7. Sistem Koordinat Horison</span></div>
<ul style="color: #0b5394;" type="square">
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">Pusat koordinat: Pengamat di
permukaan bumi</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">Bidang datar referensi: Bidang
horison (Horizon plane)</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">Koordinat: </span></li>
<ul type="square">
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level2 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 1.0in; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">Altitude/Elevation = sudut
ketinggian benda langit dari bidang horison. h = 0 derajat berarti benda
di bidang horison. h = 90 derajat dan -90 derajat masing-masing
menunjukkan posisi di titik zenith (tepat di atas kepala) dan nadir
(tepat di bawah kaki).</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level2 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 1.0in; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">A (Azimuth) = Sudut antara
arah Utara dengan proyeksi benda langit ke bidang horison.</span></li>
</ul>
</ul>
<div class="MsoNormal" style="color: #0b5394; line-height: normal; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">Jarak
benda langit ke pengamat dalam sistem koordinat ini seringkali diabaikan,
karena telah dapat dihitung sebelumnya dalam sistem koordinat ekliptika.</span></div>
<div class="MsoNormal" style="color: #0b5394; line-height: normal; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">Catatan
penting: Dalam banyak buku referensi, azimuth seringkali diukur dari arah
selatan (South) yang memutar ke arah barat (West). Gambar 7 di atas juga
menunjukkan bahwa azimuth diukur dari arah Selatan. Namun demikian, dalam
pemahaman umum, orang biasanya menjadikan arah Utara sebagai titik referensi. Karena
itu dalam tulisan ini penulis menjadikan sudut azimuth diukur dari arah Utara.
Untuk membedakannya, lambang untuk azimuth dari arah selatan dinyatakan sebagai
As, sedangkan azimuth dari arah utara dinyatakan sebagai A saja. Hubungan
antara As dan A adalah A = As – 180 derajat. Jika As atau A negatif, tinggal
tambahkan 360 derajat.</span></div>
<div class="MsoNormal" style="color: #0b5394; text-align: justify;">
<br /></div>
Anonymoushttp://www.blogger.com/profile/00979134198345408495noreply@blogger.com0tag:blogger.com,1999:blog-7747932351238197730.post-55908660125907255482012-11-13T04:50:00.000-08:002012-11-13T04:50:00.640-08:00Contoh Soal Kalor<h3 class="post-title entry-title" itemprop="name">
<br />
</h3>
<div class="post-header">
</div>
1.<span style="font: 7pt "Times New Roman";">
</span>Sebuah kaleng aluminium bermassa 500 gr berisi
117,5 gr air pada suhu 20⁰C. Sebuah balok besi 200 gr pada suhu 75⁰C dimasukkan ke dalam
kaleng itu. Tentukanlah suhu akhir andaikata tidak ada panas yang hilang ke
sekitarnya!
<div class="MsoListParagraphCxSpMiddle">
Dik : m
aluminium= 500 gr T= 20⁰C</div>
<div class="MsoListParagraphCxSpMiddle">
m
air= 117,5 gr</div>
<div class="MsoListParagraphCxSpMiddle">
m
besi= 200 gr T=75⁰C</div>
<div class="MsoListParagraphCxSpMiddle">
c
besi=0,448 cal/g⁰C</div>
<div class="MsoListParagraphCxSpMiddle">
c
aluminium= 0,215 cal/g⁰C</div>
<div class="MsoListParagraphCxSpMiddle">
Dit : T
akhir?</div>
<div class="MsoListParagraphCxSpMiddle">
Jawab :</div>
<div align="center" class="MsoListParagraphCxSpMiddle" style="text-align: center;">
<span style="font-size: 10pt; line-height: 115%;">Qlepas = Qserap</span></div>
<div align="center" class="MsoListParagraphCxSpMiddle" style="text-align: center;">
<span style="font-size: 10pt; line-height: 115%;">(m.c.ΔT)besi = [(m.c)aluminium+(m.c)air] ΔT</span></div>
<div align="center" class="MsoListParagraphCxSpMiddle" style="text-align: center;">
<span style="font-size: 10pt; line-height: 115%;">200 gr . 0,448 cal/g⁰C . (75⁰C-Takhir =[(500
gr . 0,215 cal/g⁰C)+(117,5 gr . 1 cal/g⁰C)] (Takhir-20⁰C</span></div>
<div align="center" class="MsoListParagraphCxSpMiddle" style="text-align: center;">
<span style="font-size: 10pt; line-height: 115%;">89,6 cal/⁰C(75⁰C-Takhir) = [107,5 cal/⁰C +
117,5 cal/⁰C](Takhir-20⁰C)</span></div>
<div align="center" class="MsoListParagraphCxSpMiddle" style="text-align: center;">
<span style="font-size: 10pt; line-height: 115%;">6720 cal – 89,6 cal/⁰C Takhir = 224,5 cal/⁰C
(Takhir-20⁰C)</span></div>
<div align="center" class="MsoListParagraphCxSpMiddle" style="text-align: center;">
<span style="font-size: 10pt; line-height: 115%;">6720 cal – 89,6 cal/⁰C Takhir = 224,5 cal/⁰C
Takhir – 4490 cal</span></div>
<div align="center" class="MsoListParagraphCxSpMiddle" style="text-align: center;">
<span style="font-size: 10pt; line-height: 115%;">-89,6 cal/⁰C Takhir-224,5 cal/⁰C Takhir =
-4490 cal – 6720 cal</span></div>
<div align="center" class="MsoListParagraphCxSpMiddle" style="text-align: center;">
<span style="font-size: 10pt; line-height: 115%;">-314 cal/⁰C Takhir = -11210 cal</span></div>
<div align="center" class="MsoListParagraphCxSpMiddle" style="text-align: center;">
<span style="font-size: 10pt; line-height: 115%;">Takhir = 35,6⁰C</span></div>
<div align="center" class="MsoListParagraphCxSpMiddle" style="text-align: center;">
</div>
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2.<span style="font: 7pt "Times New Roman";">
</span>Sebuah kalorimeter dari tembaga massanya 300
gr berisi 500 gr air pada suhu 15⁰C. Sebuah balok tembaga yang massanya 560 gr
pada temperatur 100⁰C dimasukkan ke dalam kalorimeter itu dan ternyata suhunya
naik menjadi 22,5⁰C. Tentukanlah kapasitas panas jenis tembaga!
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Dik : m
kalorimeter= 300 gr T=15⁰C</div>
<div class="MsoListParagraphCxSpMiddle">
m
air= 500 gr</div>
<div class="MsoListParagraphCxSpMiddle">
m
balok tembaga= 560 gr T= 100⁰C</div>
<div class="MsoListParagraphCxSpMiddle">
Takhir=
22,5⁰C</div>
<div class="MsoListParagraphCxSpMiddle">
Dit : c
tembaga?</div>
<div class="MsoListParagraphCxSpMiddle">
Jawab :</div>
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Qlepas
= Qserap</div>
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(m.c.ΔT)baloktembaga
= [(m.c)kalorimeter+(m.c)air]ΔT</div>
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560
gr . c. (100⁰C-22,5⁰C)
= [(300 gr . c)+(500 gr . 1 cal/g⁰C)] (22,5⁰C-15⁰C)</div>
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560
gr . c. 77,5⁰C
= [300 gr . c + 500 cal/⁰C] 7,5⁰C</div>
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43400
gr⁰C
. c = 2250 gr⁰C . c +3750 cal</div>
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43400
gr⁰C
. c – 2250 gr⁰C . c = 3750 cal</div>
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41150
gr⁰C
. c = 3750 cal</div>
<div align="center" class="MsoListParagraphCxSpMiddle" style="text-align: center;">
c =
0,091 cal/gr⁰C</div>
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3.<span style="font: 7pt "Times New Roman";">
</span>Suatu contoh bahan dengan massa 50 gr pada
suhu 100⁰C dimasukkan ke dalam kalorimeter yang berisi 200 gr air yang suhu
awalnya 20⁰C. Kalorimeter tersebut terbuat dari tembaga yang massanya 100 gr.
Suhu akhir kalorimeter 22⁰C. Hitunglah kapasitas panas jenis contoh bahan
tersebut!
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Dik : m
contoh= 50 gr T=100⁰C</div>
<div class="MsoListParagraphCxSpMiddle">
m
air= 200 gr T= 20⁰C</div>
<div class="MsoListParagraphCxSpMiddle">
m
kalorimeter=100 gr</div>
<div class="MsoListParagraphCxSpMiddle">
Takhir=
22⁰C</div>
<div class="MsoListParagraphCxSpMiddle">
c
tembaga= 0,092 cal/g⁰C</div>
<div class="MsoListParagraphCxSpMiddle">
Dit : c
contoh?</div>
<div class="MsoListParagraphCxSpMiddle">
Jawab :</div>
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Qlepas =
Qserap</div>
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(m.c.ΔT)contoh
= [(m.c)kalorimeter+(m.c)air]ΔT</div>
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50 gr . c
(100⁰C-22⁰C) = [(100 gr . 0,092 cal/g⁰C) + (200 gr . 1 cal/g⁰C)](22⁰C-20⁰C)</div>
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50 gr . c
. 78⁰C = [ 9,2 cal/⁰C + 200 cal/⁰C] 2⁰C</div>
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3900
gr⁰C
. c = 209,2 cal/⁰C . 2⁰C</div>
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3900 gr⁰C
. c = 418,4 cal</div>
<div align="center" class="MsoListParagraphCxSpLast" style="text-align: center;">
c = 0,107
cal/gr⁰C</div>
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