tag:blogger.com,1999:blog-75042650348775620842024-03-14T22:51:05.458+07:00AboutComRahmat Agus Setiawanhttp://www.blogger.com/profile/09315892049274560993noreply@blogger.comBlogger7125tag:blogger.com,1999:blog-7504265034877562084.post-92164062972811192982013-10-21T21:59:00.001+07:002013-10-23T22:41:06.572+07:00Prestasi Dari Sekolah Terbaik di Palembang<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbv1Xc_0DhKEMxU_i3R6sOU5G8wp8t5D2_PoR4A4zZmbEJmAopBhurllcgsbKau_ohat8y611jZsy7StYSGzpNsOAzK54zMFOeB_L3xT9QW10Cuo33MjyP21YShYAG0a3xHYytJP4appL4/s1600/Xaverius1PlgTerbaik.jpg"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbv1Xc_0DhKEMxU_i3R6sOU5G8wp8t5D2_PoR4A4zZmbEJmAopBhurllcgsbKau_ohat8y611jZsy7StYSGzpNsOAzK54zMFOeB_L3xT9QW10Cuo33MjyP21YShYAG0a3xHYytJP4appL4/s640/Xaverius1PlgTerbaik.jpg" /></a><br />
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<i><b>Palembang</b></i> - Pendidikan yaitu tuntutan di dalam hidup tumbuhnya anak-anak, adapun maksudnya, pendidikan yaitu menuntun segala kekuatan kodrat yang ada pada anak-anak itu, agar mereka sebagai manusia dan sebagai anggota masyarakat dapatlah mencapai keselamatan dan kebahagiaan setinggi-tingginya. (KI Hajar Dewantara</div>
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(source:<a href="http://id.wikipedia.org/wiki/Dasar_Pendidikan.">http://id.wikipedia.org/wiki/Dasar_Pendidikan.)</a><br />
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Banyak sekolah bagus yang berada di wilayah Sumatera Selatan khususnya di kota Palembang, untuk menuntun anak agar berkembang lebih baik para orang tua mencari sekolah terbaik dari yang terbaik untuk anak, dari rekapitulasi SMA Negeri/Swasta di Palembang yang ada di situs <a href="http://www.disdiksumsel.net/berita-4-rekapitulasi-sma.html">http://www.disdiksumsel.net/berita-4-rekapitulasi-sma.html</a> berjumlah 125 Sekolah yang teridiri 21 Negeri dan 104 Swasta, disini kami akan menyorot <i><b><a href="http://www.smaxaverius1.com/">SMA Xaverius 1 Palembang</a></b></i> sebagai pilihan <i><b>terbaik.</b> </i><br />
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<a name='more'></a><i>SMA Xaverius 1 Palembang</i> (dulu bernama SMA Xaverius) yang didirikan oleh Frater Monfort, BHK (L. F. J. Nienhuis) pada tanggal 15 Juli 1951.SMA Xaverius 1 Palembang di dirikan dengan satu tujuan Pro Ecclesia et Patria (Demi Gereja dan Tanah Air).<br />
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Untuk menjadi <i><b>Sekolah Terbaik di Palembang</b></i> Fasilitas yang tersedia di <i><b>SMA Xaverius 1 Palembang</b></i> sudah sangat memenuhi kegiatan belajar mengajar maupun ekstrakulikuler, sehingga siswa SMA Xaverius 1 Palembang dapat langsung terjun mencoba segala teori yang telah di pelajari sehingga terjadi keseimbangan antara teori dan praktek. Fasilitas tersebut adalah :</div>
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<li>Ruang Kelas</li>
<li>Laboratorium ( Fisika, Biologi, Kimia, Bahasa, IPS, Komputer dan Seni )</li>
<li>Perpustakaan</li>
<li>Lapangan Olahraga ( Sepakbola, Bola Volly, Basket & Lintasan Lari )</li>
<li>Jaringan Internet dan Hot Spot</li>
<li>Parkir Kendaraan Bermotor</li>
<li>Atrium Yohanes Paulus II</li>
<li>Kantin dan Fotocopy</li>
<li>Ruang Pertemuan</li>
<li>Ruang Bimbingan & Konseling</li>
<li>Ruang Ekstrakulikuler</li>
<li>Ruang OSIS / PPSK</li>
<li>Ruang Komite Sekolah</li>
<li>Klinik Kesehatan</li>
<li>Pelayanan Bank</li>
<li>Koperasi</li>
</ol>
(source : <a href="http://smaxaverius1.com/index.php?mod=about&id=4">http://smaxaverius1.com/index.php?mod=about&id=4</a>) <br />
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Sekolah yang telah berdiri selama 62 tahun banyak meraih prestasi baik secara Nasional dan Internasional, sehingga selain sebagai <i><b>Sekolah Terbaik di Palembang</b></i> SMA Xaverius 1 Palembang juga menjadi sekolah yang Go Internasional, Prestasi yang telah di raih <i><b>Siswa SMA Xaverius 1 Palembang Terbaik</b></i> adalah :<b> </b></div>
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<b>1. Tingkat Nasional (Juni 2011 - Desember 2011)</b> <b> </b></div>
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<li><b>Muhammad Badzli. F </b>- Medali Perunggu OSN Fisika tahun 2011 di Manado, Juara II Kompetisi Fisika tahun 2011 di UNSRI<b> </b></li>
<li><b>Michael</b> - Medali Perunggu OSN Ekonomi tahun 2011 di Manado, Juara Umum Kompetisi Ekonomi tingkat Nasional tahun 2011 di UGM, Juara II Kompetisi Ekonomi tingkat Propinsi tahun 2011 di UNSRI, Juara I Kompetisi Ekonomi TSM tahun 2011</li>
<li><b>Voren</b> - Juara Umum Kompetisi Ekonomi tingkat Nasional tahun 2011di UGM, Juara II Kompetisi Ekonomi tingkat Propinsi tahun 2011 di UNSRI, Juara I Kompetisi Ekonomi TSM tahun 2011<b> </b></li>
<li><b>Theodora Inez. J</b> - Juara Umum Kompetisi Ekonomi tingkat Nasional tahun 2011di UGM. <b> </b></li>
<li><b>David Brendi</b> - Medali Perak Olimpiade Ilmu Sosial (OIS) tahun 2011 di UI Jakarta</li>
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<b>2. Tingkat Internasional</b><br />
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<li><b>Ali Sucipto</b> - meraih Honorable Mention dalam APhO (Asia Physic Olimpiade) di Vietnam, 2004.</li>
<li><b>Ali Sucipto - </b>meraih Honorable Mention di IPhO (International Physic Olimpiade) di Pohang, Korea Selatan, 2004.</li>
<li><b>Ali Sucipto -</b> meraih Emas dalam IPhO (International Physic Olimpiade) di Salamanca, Spanyol, 2005</li>
</ul>
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Untuk lebih lengkap apa yang diraih SMA Xaverius 1 Palembang ini kunjungi link : <a href="http://smaxaverius1.com/index.php?mod=about&id=5" target="_blank"><i><b>Prestasi </b></i></a><i><b><a href="http://www.blogger.com/null" target="_blank">SMA Xaverius 1 Palembang</a>.</b></i></div>
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Dari Penjelasan diatas terlihat bahwa SMA Xaverius 1 Palembang telah sangat berpengalaman di bidang pendidikan, dan fasilitas yang ada di <b><i>SMA Xaverius 1 Palembang</i></b> tersebut membuat siswa lebih berprestasi secara nasional dan intenasional, sangat tepat jika <a href="http://www.smaxaverius1.com/" target="_blank"><i><b>SMA Xaverius 1 Palembang</b></i></a> adalah <a href="http://www.smaxaverius1.com/" target="_blank"><i><b>Sekolah Terbaik</b></i></a> di Palembang.</div>
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Rahmat Agus Setiawanhttp://www.blogger.com/profile/09315892049274560993noreply@blogger.com5tag:blogger.com,1999:blog-7504265034877562084.post-57446397013893776212011-12-05T08:15:00.000+07:002013-10-20T15:46:38.809+07:00Calculate Area of Triangle in C++<div dir="ltr" style="text-align: left;" trbidi="on">
<span style="color: blue;">#include</span> <span style="color: red;"><iostream></span><br />
<span style="color: blue;">#include</span> <span style="color: red;"><string></span><br />
<span style="color: blue;">#include</span> <span style="color: red;"><conio.h></span><br />
<br />
<span style="color: blue;">using namespace</span> std;<br />
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<span style="color: blue;">void</span> main()<br />
<a name='more'></a>{<br />
double base = 0;<br />
double high = 0;<br />
double broad = 0;<br />
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cout<<<span style="color: red;">"Input </span><span class="short_text" id="result_box" lang="en" style="color: red;"><span class="hps">the base</span> <span class="hps">triangle</span></span><span style="color: red;"> = "</span>;cin>>base;<br />
cout<<<span style="color: red;">"Input High Triangle = "</span>;cin>>high;<br />
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broad =(0.5*base*high);<br />
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cout<<endl;<br />
cout<<<span style="color: red;">"Base Triangle = "</span><<base<<<span style="color: red;">" m"</span><<endl;<br />
cout<<<span style="color: red;">"High Triangle = "</span><<high<<<span style="color: red;">" m"</span><<endl;<br />
cout<<<span style="color: red;">"Broad Triangle = "</span><<broad<<<span style="color: red;">" m"</span><<endl;<br />
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getche();<br />
}</div>
Rahmat Agus Setiawanhttp://www.blogger.com/profile/09315892049274560993noreply@blogger.com0tag:blogger.com,1999:blog-7504265034877562084.post-76918865419300123752011-12-03T21:17:00.000+07:002011-12-05T08:20:24.888+07:00Notation Algorithm in C++<div dir="ltr" style="text-align: left;" trbidi="on"><span style="font-size: large;">1. Strands of Descriptive Sentence</span><br />
<span style="font-size: large;">2. Flow Chart</span><br />
<span style="font-size: large;">3. Pseudo Code</span><br />
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Description:<br />
<a name='more'></a>1. Strand of Descriptive Sentence -Algorithm Rectangular<br />
Calculate the area rectangular with <span class="" id="result_box" lang="en"><span class="hps">input</span> <span class="hps">value of</span> <span class="hps">the length</span> <span class="hps">and width of</span> <span class="hps">the rectangular</span></span>.<br />
-Deklarasi:<br />
broad,long,width : <integer><br />
-Description:<br />
Input value of the length and width<br />
calculate area with multiply of the length and width<br />
show result ( show broad)<br />
2. Flow Chart<br />
<div style="text-align: center;">Start</div><div style="text-align: center;">|</div><div style="text-align: center;">Input Long and width</div><div style="text-align: center;">|</div><div style="text-align: center;">Broad Process <-- Long *Width</div><div style="text-align: center;">|</div><div style="text-align: center;">Broad Output</div><div style="text-align: center;">|</div><div style="text-align: center;">finish</div><div style="text-align: justify;">3. Notation Pseudo Code<br />
-Algorithm Rectangular</div> Calculate the area rectangular with <span class="" id="result_box" lang="en"><span class="hps">input</span> <span class="hps">value of</span> <span class="hps">the length</span> <span class="hps">and width of</span> <span class="hps">the rectangular</span></span>.<br />
-Deklarasi:<br />
broad,long,width : <integer><br />
-Description:<br />
Input Long and Width<br />
Long * Width<br />
Broad Output</div>Rahmat Agus Setiawanhttp://www.blogger.com/profile/09315892049274560993noreply@blogger.com0tag:blogger.com,1999:blog-7504265034877562084.post-17477843462001510112011-11-30T11:51:00.000+07:002011-12-05T08:21:40.362+07:00Converting Decimal to Binary in C++ Program<div dir="ltr" style="text-align: left;" trbidi="on"><span style="color: blue;">#include</span> <span style="color: red;"><iostream></span><br />
<span style="color: blue;">#include</span> <span style="color: red;"><string></span><br />
<span style="color: blue;">#include</span> <span style="color: red;"><conio.h></span><br />
<span style="color: blue;">using namespace</span> std;<br />
<br />
<span style="color: blue;">void</span> Biner(<span style="color: blue;">int</span> n)<br />
<a name='more'></a>{<br />
<span style="color: blue;">if </span>(n>1)<br />
{<br />
Biner(n/2);<br />
}<br />
cout<<n%2;<br />
}<br />
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<span style="color: blue;">void</span> main()<br />
{<br />
<span style="color: blue;">int</span> a=0;<br />
cout<<<span style="color: red;">"Input Numbers that you want Converting : "</span>;cin>>a;<br />
<br />
cout<<endl;<br />
cout<<<span style="color: red;">"Decimal Number : "</span><<a<<endl;<br />
cout<<<span style="color: red;">"Binery Number : "</span>;Biner(a);<br />
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getche();<br />
}</div>Rahmat Agus Setiawanhttp://www.blogger.com/profile/09315892049274560993noreply@blogger.com0tag:blogger.com,1999:blog-7504265034877562084.post-13565791400428870102011-11-29T18:23:00.000+07:002011-12-05T08:22:50.263+07:00Converting Seconds to Hours-Minutes-Seconds in C++ Program<div dir="ltr" style="text-align: left;" trbidi="on"><span style="color: blue;">#include</span> <span style="color: red;"><iostream></span><br />
<span style="color: blue;">#include </span><span style="color: red;"><conio.h></span><br />
<span style="color: blue;">using namespace</span> std;<br />
<br />
<span style="color: blue;">void</span> main()<br />
<a name='more'></a>{<br />
<span style="color: blue;">long int</span> jam,menit,detik,sisa1,sisa;<br />
cout<<<span style="color: red;">"The Program Converting Seconds to Hours, Minutes, Seconds"</span><<endl;<br />
cout<<<span style="color: red;">"============================================"</span><<endl;<br />
cout<<<span style="color: red;">"Input Seconds : "</span>;cin>>detik;<br />
<br />
jam=detik/3600;<br />
sisa=detik%3600;<br />
menit=sisa/60;<br />
sisa1=sisa%60;<br />
<br />
cout<<endl;<br />
cout<<jam<<" jam "<<menit<<" menit "<<sisa1<<" detik"<<endl;<br />
<br />
getche();<br />
}</div>Rahmat Agus Setiawanhttp://www.blogger.com/profile/09315892049274560993noreply@blogger.com0tag:blogger.com,1999:blog-7504265034877562084.post-8327014824405831942011-11-02T09:26:00.002+07:002011-12-13T22:38:54.168+07:00Cara Mengganti Icon Folder Disk<div dir="ltr" style="text-align: left;" trbidi="on"><div style="text-align: justify;"><span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif; font-size: small;">Postingan Kali ini saya akan ajarkan <b><i>cara mengganti icon folder</i></b>, yang pastinya icon yang kalian gunakan sekarang baik flashdisk ataupun seperti disk(c), disk(d) sangatlah tidak keren. nah untuk mengganti folder yang gak keren tadi sangatlah mudah, ikutin aja cara yang saya kasih di bawah ini:</span></div><div style="text-align: justify;"><span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif; font-size: small;">1. Pertama Siapkan dulu gambar yang berformat <b><i>ico</i></b>, terus bukalah Program <b>notepad</b>.</span></div><div style="text-align: justify;"><span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif; font-size: small;">2. Setelah Program Notepad sudah Terbuka, ketiklah sebuah script seperti di bawah</span></div><div style="text-align: justify;"><span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif; font-size: small;"> ini:</span></div><div style="text-align: justify;"><span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"><br />
</span></div><div style="text-align: justify;"><span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif; font-size: small;"> [AutoRun]</span></div><div style="text-align: justify;"><span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif; font-size: small;"> OPEN=</span></div><div style="text-align: justify;"><span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif; font-size: small;"> ICON=<b><i>nama gambar</i></b>.ico</span></div><div style="text-align: justify;"><span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><br />
</span></div><div style="text-align: justify;"><span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif; font-size: small;"> <img alt="" 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" /></span></div><div style="text-align: justify;"><span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif; font-size: small;"> </span></div><div style="text-align: justify;"><span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif; font-size: small;">3. Gantilah kata yang bercetak tebal dengan nama gambar yang kalian akan pasang, disini saya pakai nama r01 dan pastikan gambar yang akan anda jadikan icon itu terletak di folder yang mau diganti seperti contoh di bawah ini:</span></div><div style="text-align: justify;"><span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><br />
</span></div><div style="text-align: justify;"><span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><img alt="" height="233" 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" width="400" /></span></div><div style="text-align: justify;"><span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><br />
</span></div><div style="text-align: justify;"><span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif; font-size: small;">4. Lalu, save as Notepad tadi dan berilah nama <i>"autorun.inf" </i>dan save as type pilih "<i>all files" </i></span></div><div style="text-align: justify;"><span style="font-size: small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8LG5AXXJ1zWNiRnMcMzJ6R9QRXOgkTsguriyFL6zaLz6KLw3gE-zGAy8Wkb-LQngyPtjeV_h9258Xx2Z3Wn7KmOZaU9tsCIJGp2Vmm3Dct-3oW50fw2qIhDvJ2X6Hb7rSu7AcTPIsKmVM/s1600/1.png" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-right: 1em; text-align: center;"><span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"><img border="0" height="305" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8LG5AXXJ1zWNiRnMcMzJ6R9QRXOgkTsguriyFL6zaLz6KLw3gE-zGAy8Wkb-LQngyPtjeV_h9258Xx2Z3Wn7KmOZaU9tsCIJGp2Vmm3Dct-3oW50fw2qIhDvJ2X6Hb7rSu7AcTPIsKmVM/s400/1.png" width="400" /></span></a></span></div><div style="text-align: justify;"><span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif; font-size: small;">Apabila file tersimpan icon folder akan berganti sendiri setelah <b>computer</b> di restart.<i> </i></span></div></div>Rahmat Agus Setiawanhttp://www.blogger.com/profile/09315892049274560993noreply@blogger.com4tag:blogger.com,1999:blog-7504265034877562084.post-28850383886623622252011-09-27T11:56:00.001+07:002013-10-22T23:02:23.354+07:00Pengertian Dasar Komputer dan Generasi Komputer<div dir="ltr" style="text-align: left;" trbidi="on">
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<b style="font-family: Arial, Helvetica, sans-serif;">1.</b><span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"> </span><b style="font-family: Arial, Helvetica, sans-serif;"><i>Dasar Komputer</i></b><span class="Apple-style-span" style="font-family: Arial,Helvetica,sans-serif;"> > </span><span class="fullpost" style="color: black; font-family: Arial,Helvetica,sans-serif;">Sistem Elektronik untuk memanipulasi data yang cepat dan tepat serta dirancang dan menyimpan data input memprosesnya dan menghasilkan Output di bawah pengawasan suatu langkah -langkah instruksi - instruksi program yang tersimpan di memory (Stored Progam)</span></div>
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<b>2.</b><b> </b><i><b>Komputer Generasi 1 <b>(1944-1959)</b></b></i> > Tabung hampa udara sebagai penguat sinyal, merupakan ciri khas komputer generasi pertama. Pada awalnya, tabung hampa udara (vacum-tube) digunakan sebagai komponen penguat sinyal. Dengan banyaknya kelemahan seperti: mudah pecah, dan mudah menyalurkan panas. maka Kelemahan ini perlu dinetralisir oleh komponen lain yang berfungsi sebagai pendingin. Dan dengan adanya komponen tambahan, akhirnya komputer yang ada menjadi besar, berat dan mahal.<br />
<a href="http://rhmt-education.blogspot.com/" style="color: #666666;">http://rhmt-education.blogspot.com</a><br />
<i><b>Komputer Generasi 2 <b>(1960-1964)</b></b></i> > Transistor merupakan ciri khas komputer generasi kedua. Bahan bakunya terdiri atas tiga lapis, yaitu: “basic”, “collector” dan “emmiter”. sebelumnya di generai pertama Tabung hampa udara sebagai penguat sinyal tetapi di generasi kedua transistorlah sebagai penguat sinyal. di generasi kedua Komputer lebih Kecil dan lebih murah karena tidak memerlukan komponen-komponen yang lain seperti di <b>generasi Pertama</b>.<br />
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<i><b>Komputer </b></i><i><b>Generasi 3 (1965-1971) > </b></i>Komponen elektronikanya dari Integrated Circuit (IC) yang berbentuk lempengan atau chip menjadi ciri Komputer Generasi Ketiga. Program dibuat dengan bahasa tingkat tinggi (High Level Language), yaitu: BASIC, FORTRAN, COBOL. Komputer Generasi ketiga Sudah menerapkan konsep <i>multi processing</i> dan dapat menjalankan program lebih dari satu <i>multi programming</i> dalam waktu yang bersamaan. sifat Komputer Generasi ketiga Ukurannya lebih kecil dari komputer generasi kedua, Mulai mengenal Multi Programming dan Multi Processing, Adanya integrasi antara Software dan Hardware dalam Sistem Operasi, Prosesnya sangat cepat, Kapasitas untuk menyimpan data lebih besar..<br />
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<i><b>Komputer </b></i><b><i><b>Generasi Keempat (1971- 1981)</b> </i>> </b>Microprocessor merupakan chiri khas komputer generasi ke-empat yang merupakan pemadatan ribuan IC kedalam sebuah Chip. Komputer Generasi 4 Mulai dikembangkan suatu jaringan komputer lokal yang menggunakan ARCNET (Attach Research Computing Network). Sifat Komputer Generasi 4 Ukurannya relatif lebih kecil, Sudah menerapkan Multi Programming dan Multi Processing, Mengenal DataBase Management System (DBMS).<br />
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<i><b>Komputer Generasi Kelima (1982-Hingga Sekarang)</b></i> > Pada generasi ini ditandai dengan munculnya: LSI (Large Scale Integration) yang merupakan pemadatan ribuan microprocessor kedalam sebuah microprocesor. Selain itu, juga ditandai dengan munculnya microprocessor dan semi conductor. Program dibuat dalam bahasa PROLOG (Programming Logic) dan LISP (List Processor). Sifat- Sifatnya Dapat membantu menyusun program untuk dirinya sendiri, Dapat menerjemahkan dari suatu bahasa ke bahasa lain, Dapat membuat pertimbangan-pertimbangan logis, Dapat mendengar kalimat perintah yang diucapkan serta melaksanakannya, Dapat memilih setumpuk fakta serta menggunakan fakta yang diperlukan, Dapat mengolah gambar-gambar dan grafik dengan cara yang sama dengan mengolah kata, misalnya dapat melihat serta mengerti sebuah foto. </span><br />
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Rahmat Agus Setiawanhttp://www.blogger.com/profile/09315892049274560993noreply@blogger.com0