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Soal Latihan Buku pelajaran, buku panduan dan sumber informasi untuk siswa, guru, orang tua. https://www2.erlangga.co.id/soal-latihan.feed 2025-06-26T12:20:37Z Joomla! 1.5 - Open Source Content Management Bangun Datar 2015-01-07T03:13:21Z 2015-01-07T03:13:21Z https://www2.erlangga.co.id/soal-latihan/sd/8113-bangun-datar.html Matematika - SD Kelas 5 webmaster2@erlangga.co.id <p>Perhatikan gambar berikut.</p><p><img src="http://erlangga.co.id/images/stories/baru/bangun datar .png" mce_src="https://www2.erlangga.co.id/images/stories/baru/bangun datar .png" alt="" height="253" width="352"></p><p>Pasangan bangun datar yang sebangun adalah . . . .</p><p><b>Pembahasan:</b></p><p>Semua bangun berbentuk persegi panjang.<br />Perhatikan perbandingan panjang sisi persegi panjang.<br />(1) → 18 cm : 9 cm = 2 : 1<br />(2) → 20 cm : 11 cm = 20 : 11<br />(3) → 9 cm : 8 cm = 9 : 8<br />(4) → 6 cm : 3 cm = 2 : 1</p><p>Persegi panjang dengan perbandingan yang sama adalah bangun (1) dan (4).<br />Jadi, bangun datar yang sebangun adalah (1) dan (4).</p><p>Dikutip dari buku Erlangga X-Press US/M SD/MI 2015 Matematika disusun oleh Gunanto, M.Pd. dan Wini Kristianti, M.Si<b><i>.</i></b></p><p><br /></p> <p>Perhatikan gambar berikut.</p><p><img src="http://erlangga.co.id/images/stories/baru/bangun datar .png" mce_src="https://www2.erlangga.co.id/images/stories/baru/bangun datar .png" alt="" height="253" width="352"></p><p>Pasangan bangun datar yang sebangun adalah . . . .</p><p><b>Pembahasan:</b></p><p>Semua bangun berbentuk persegi panjang.<br />Perhatikan perbandingan panjang sisi persegi panjang.<br />(1) → 18 cm : 9 cm = 2 : 1<br />(2) → 20 cm : 11 cm = 20 : 11<br />(3) → 9 cm : 8 cm = 9 : 8<br />(4) → 6 cm : 3 cm = 2 : 1</p><p>Persegi panjang dengan perbandingan yang sama adalah bangun (1) dan (4).<br />Jadi, bangun datar yang sebangun adalah (1) dan (4).</p><p>Dikutip dari buku Erlangga X-Press US/M SD/MI 2015 Matematika disusun oleh Gunanto, M.Pd. dan Wini Kristianti, M.Si<b><i>.</i></b></p><p><br /></p> Masa Jenis 2014-10-02T02:57:34Z 2014-10-02T02:57:34Z https://www2.erlangga.co.id/soal-latihan/smp/8052-masa-jenis.html Fisika - Kelas 7 webmaster2@erlangga.co.id <p><img src="https://www2.erlangga.co.id/images/stories/baru/massa jenis.jpg" mce_src="https://www2.erlangga.co.id/images/stories/baru/massa jenis.jpg" border="0"></p> <p>Dikutip dari buku <b><i>Fisika untuk SMP/MTs Kelas VII </i></b>ditulis oleh Tim Abdi Guru<b><i>. </i></b><a href="http://bukuerlangga.com/buku-kurikulum-2013/5655-ipa-fisika-smp-tag-klsvii-k2013-0035300270.html" mce_href="http://bukuerlangga.com/buku-kurikulum-2013/5655-ipa-fisika-smp-tag-klsvii-k2013-0035300270.html"></a><br mce_bogus="1"></p> <p><img src="https://www2.erlangga.co.id/images/stories/baru/massa jenis.jpg" mce_src="https://www2.erlangga.co.id/images/stories/baru/massa jenis.jpg" border="0"></p> <p>Dikutip dari buku <b><i>Fisika untuk SMP/MTs Kelas VII </i></b>ditulis oleh Tim Abdi Guru<b><i>. </i></b><a href="http://bukuerlangga.com/buku-kurikulum-2013/5655-ipa-fisika-smp-tag-klsvii-k2013-0035300270.html" mce_href="http://bukuerlangga.com/buku-kurikulum-2013/5655-ipa-fisika-smp-tag-klsvii-k2013-0035300270.html"></a><br mce_bogus="1"></p> Himpunan 2014-10-01T03:11:14Z 2014-10-01T03:11:14Z https://www2.erlangga.co.id/soal-latihan/smp/8046-himpunan.html Matematika - Kelas 7 webmaster2@erlangga.co.id <ol> </ol> <p>1. Diketahui : S = {1,2,3,4,5,6,7}, A = {1,3,4,7}, dan B = {2,3,5,6,7}.</p> <ol> </ol> <p>Tentukan selisih himpunan berikut !</p> <ol> <li>A – B </li> <li>B – A</li> </ol> <p><b>Jawab</b></p> <ol> <li>Anggota A yang tidak menjadi anggota B adalah 1 dan 4, maka : A – B&nbsp; = {1,4}.</li> <li>Anggota B yang tidak menjadi anggota A adalah 2,5 dan 6, maka : B – A&nbsp; = {2,5,6}.</li> </ol> <p><br /></p> <ol> </ol> <p>2. Diketahui : &nbsp;&nbsp;&nbsp;&nbsp;&nbsp; P = {Semua faktor dari 15}, dan</p> <ol> </ol> <p>Q = {Bilangan asli kelipatan 4 yang kurang dari 20}.</p> <p>Dengan mendaftar anggota-anggotanya, tentukan himpunan berikut :</p> <ol> <li>P Ç Q</li> <li>P – Q </li> <li>Q – P </li> </ol> <p><b>Jawab</b></p> <p>P = {1,3,5,15}</p> <p>Q = {4,8,12,16}</p> <ol> <li>P Ç Q = {&nbsp;&nbsp; }</li> <li>P – Q = {1,3,5,15} = P</li> <li>Q – P = {4,8,12,16} = P</li> </ol> <p><span style="color: #ff0000;" mce_style="color: #ff0000;"><i>Catatan : Jika P Ç Q = { }, maka selalu berlaku : P – Q = P dan Q – P = Q</i></span></p> <p>Dikutip dari buku <b><i>Matematika untuk SMP/MTS Kelas VII</i></b><br mce_bogus="1"></p> <p><br /></p> <div class="mceItemVisualAid" id="_mcePaste" style="position: absolute; left: -10000px; top: 215px; width: 1px; height: 1px; overflow: hidden;"><!--[if gte mso 9]><xml> <o:OfficeDocumentSettings> <o:AllowPNG /> </o:OfficeDocumentSettings> </xml><![endif]--> <p class="MsoNormal" 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mso-ascii-font-family:Calibri; mso-ascii-theme-font:minor-latin; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin;} --> <!--[endif] --></div> <ol> </ol> <p>1. Diketahui : S = {1,2,3,4,5,6,7}, A = {1,3,4,7}, dan B = {2,3,5,6,7}.</p> <ol> </ol> <p>Tentukan selisih himpunan berikut !</p> <ol> <li>A – B </li> <li>B – A</li> </ol> <p><b>Jawab</b></p> <ol> <li>Anggota A yang tidak menjadi anggota B adalah 1 dan 4, maka : A – B&nbsp; = {1,4}.</li> <li>Anggota B yang tidak menjadi anggota A adalah 2,5 dan 6, maka : B – A&nbsp; = {2,5,6}.</li> </ol> <p><br /></p> <ol> </ol> <p>2. Diketahui : &nbsp;&nbsp;&nbsp;&nbsp;&nbsp; P = {Semua faktor dari 15}, dan</p> <ol> </ol> <p>Q = {Bilangan asli kelipatan 4 yang kurang dari 20}.</p> <p>Dengan mendaftar anggota-anggotanya, tentukan himpunan berikut :</p> <ol> <li>P Ç Q</li> <li>P – Q </li> <li>Q – P </li> </ol> <p><b>Jawab</b></p> <p>P = {1,3,5,15}</p> <p>Q = {4,8,12,16}</p> <ol> <li>P Ç Q = {&nbsp;&nbsp; }</li> <li>P – Q = {1,3,5,15} = P</li> <li>Q – P = {4,8,12,16} = P</li> </ol> <p><span style="color: #ff0000;" mce_style="color: #ff0000;"><i>Catatan : Jika P Ç Q = { }, maka selalu berlaku : P – Q = P dan Q – P = Q</i></span></p> <p>Dikutip dari buku <b><i>Matematika untuk SMP/MTS Kelas VII</i></b><br mce_bogus="1"></p> <p><br /></p> <div class="mceItemVisualAid" id="_mcePaste" style="position: absolute; left: -10000px; top: 215px; width: 1px; height: 1px; overflow: hidden;"><!--[if gte mso 9]><xml> <o:OfficeDocumentSettings> <o:AllowPNG /> </o:OfficeDocumentSettings> </xml><![endif]--> <p class="MsoNormal" style="text-align:center" mce_style="text-align:center" align="center">Catatan :</p> <p class="MsoListParagraph" style="margin-left:.75in;mso-add-space:auto" mce_style="margin-left:.75in;mso-add-space:auto">Jika P <span style="font-family:Symbol;mso-ascii-font-family:Calibri;mso-ascii-theme-font: minor-latin;mso-hansi-font-family:Calibri;mso-hansi-theme-font:minor-latin; mso-char-type:symbol;mso-symbol-font-family:Symbol" mce_style="font-family:Symbol;mso-ascii-font-family:Calibri;mso-ascii-theme-font: minor-latin;mso-hansi-font-family:Calibri;mso-hansi-theme-font:minor-latin; mso-char-type:symbol;mso-symbol-font-family:Symbol"><span style="mso-char-type: symbol;mso-symbol-font-family:Symbol" mce_style="mso-char-type: symbol;mso-symbol-font-family:Symbol">Ç</span></span> Q = {<span style="mso-spacerun:yes" mce_style="mso-spacerun:yes"> </span>}, maka selalu berlaku : P – Q = P dan Q – P = Q</p> <!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves /> <w:TrackFormatting /> <w:PunctuationKerning /> <w:ValidateAgainstSchemas /> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:DoNotPromoteQF /> <w:LidThemeOther>EN-US</w:LidThemeOther> <w:LidThemeAsian>X-NONE</w:LidThemeAsian> <w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript> <w:Compatibility> <w:BreakWrappedTables /> <w:SnapToGridInCell /> <w:WrapTextWithPunct /> <w:UseAsianBreakRules /> <w:DontGrowAutofit /> <w:SplitPgBreakAndParaMark /> <w:EnableOpenTypeKerning /> <w:DontFlipMirrorIndents /> <w:OverrideTableStyleHps /> </w:Compatibility> <m:mathPr> <m:mathFont m:val="Cambria Math" /> <m:brkBin m:val="before" /> <m:brkBinSub m:val="&#45;-" /> <m:smallFrac m:val="off" /> <m:dispDef /> <m:lMargin m:val="0" /> <m:rMargin m:val="0" /> <m:defJc m:val="centerGroup" /> <m:wrapIndent m:val="1440" /> <m:intLim m:val="subSup" /> <m:naryLim m:val="undOvr" 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src="https://www2.erlangga.co.id/images/stories/baru/persamaan dan pertidaksamaan eksponen.jpg" mce_src="https://www2.erlangga.co.id/images/stories/baru/persamaan dan pertidaksamaan eksponen.jpg" border="0"></p> <p>Dikutip dari buku Erlangga Fokus UN SMA/MA 2014 disusun oleh Tim Erlangga Fokus SMA<b><i>.</i></b><a href="http://erlanggashop.com/buku/buku-soal-un/buku-soal-ma/erlangga-fokus-un-sma-ma-2014-ipa/680-33046.html" mce_href="http://erlanggashop.com/buku/buku-soal-un/buku-soal-ma/erlangga-fokus-un-sma-ma-2014-ipa/680-33046.html"></a><br mce_bogus="1"></p> Menyetarakan Persamaan Reaksi Kompleks 2014-10-01T02:19:19Z 2014-10-01T02:19:19Z https://www2.erlangga.co.id/soal-latihan/sma/8044-menyetarakan-persamaan-reaksi-kompleks.html Kimia - Kelas 10 webmaster2@erlangga.co.id <p><img src="https://www2.erlangga.co.id/images/stories/baru/menyetarakan persamaan reaksi kompleks 1.jpg" mce_src="https://www2.erlangga.co.id/images/stories/baru/menyetarakan persamaan reaksi kompleks 1.jpg" border="0"></p> <p><img src="https://www2.erlangga.co.id/images/stories/baru/menyetarakan%20persamaan%20reaksi%20kompleks%202.jpg" mce_src="https://www2.erlangga.co.id/images/stories/baru/menyetarakan%20persamaan%20reaksi%20kompleks%202.jpg" style="border: 0px none;" mce_style="border: 0px none;" border="0" height="271" width="443"></p> <p><img src="https://www2.erlangga.co.id/images/stories/baru/menyetarakan%20persamaan%20reaksi%20kompleks%203.jpg" mce_src="https://www2.erlangga.co.id/images/stories/baru/menyetarakan%20persamaan%20reaksi%20kompleks%203.jpg" style="border: 0px none;" mce_style="border: 0px none;" border="0" height="349" width="451"></p> <p>Dikutip dari buku <b><i>KIMIA 1 untuk SMA/MA Kelas X Berdasarkan Kurikulum 2013</i></b> yang disusun oleh Drs. Unggul Sudarmo, M.Pd.&nbsp;</p> <p><img src="https://www2.erlangga.co.id/images/stories/baru/menyetarakan persamaan reaksi kompleks 1.jpg" mce_src="https://www2.erlangga.co.id/images/stories/baru/menyetarakan persamaan reaksi kompleks 1.jpg" border="0"></p> <p><img src="https://www2.erlangga.co.id/images/stories/baru/menyetarakan%20persamaan%20reaksi%20kompleks%202.jpg" mce_src="https://www2.erlangga.co.id/images/stories/baru/menyetarakan%20persamaan%20reaksi%20kompleks%202.jpg" style="border: 0px none;" mce_style="border: 0px none;" border="0" height="271" width="443"></p> <p><img src="https://www2.erlangga.co.id/images/stories/baru/menyetarakan%20persamaan%20reaksi%20kompleks%203.jpg" mce_src="https://www2.erlangga.co.id/images/stories/baru/menyetarakan%20persamaan%20reaksi%20kompleks%203.jpg" style="border: 0px none;" mce_style="border: 0px none;" border="0" height="349" width="451"></p> <p>Dikutip dari buku <b><i>KIMIA 1 untuk SMA/MA Kelas X Berdasarkan Kurikulum 2013</i></b> yang disusun oleh Drs. Unggul Sudarmo, M.Pd.&nbsp;</p> Debit Air 2014-10-01T02:13:54Z 2014-10-01T02:13:54Z https://www2.erlangga.co.id/soal-latihan/sd/8043-debit-air.html Matematika - SD Kelas 6 webmaster2@erlangga.co.id <p><img src="https://www2.erlangga.co.id/images/stories/baru/debit air.jpg" mce_src="https://www2.erlangga.co.id/images/stories/baru/debit air.jpg" border="0"><br />Dikutip dari buku Erlangga X-Press US/M SD/MI 2015 Matematika disusun oleh Gunanto, M.Pd. dan Wini Kristianti, M.Si<b><i>.</i></b><a href="http://bukuerlangga.com/sd/5349-erlangga-x-pressun-sd-mi-2014-matematika-0025100530.html" mce_href="http://bukuerlangga.com/sd/5349-erlangga-x-pressun-sd-mi-2014-matematika-0025100530.html"></a><br mce_bogus="1"></p> <p><img src="https://www2.erlangga.co.id/images/stories/baru/debit air.jpg" mce_src="https://www2.erlangga.co.id/images/stories/baru/debit air.jpg" border="0"><br />Dikutip dari buku Erlangga X-Press US/M SD/MI 2015 Matematika disusun oleh Gunanto, M.Pd. dan Wini Kristianti, M.Si<b><i>.</i></b><a href="http://bukuerlangga.com/sd/5349-erlangga-x-pressun-sd-mi-2014-matematika-0025100530.html" mce_href="http://bukuerlangga.com/sd/5349-erlangga-x-pressun-sd-mi-2014-matematika-0025100530.html"></a><br mce_bogus="1"></p> Skala 2014-10-01T01:46:20Z 2014-10-01T01:46:20Z https://www2.erlangga.co.id/soal-latihan/sd/8042-skala.html Matematika - SD Kelas 5 webmaster2@erlangga.co.id <p><img src="https://www2.erlangga.co.id/images/stories/baru/skala.jpg" mce_src="https://www2.erlangga.co.id/images/stories/baru/skala.jpg" border="0"></p> <p>Dikutip dari buku <b><i>Terampil Berhitung Matematika untuk SD Kelas 5.&nbsp;</i></b></p> <p><img src="https://www2.erlangga.co.id/images/stories/baru/skala.jpg" mce_src="https://www2.erlangga.co.id/images/stories/baru/skala.jpg" border="0"></p> <p>Dikutip dari buku <b><i>Terampil Berhitung Matematika untuk SD Kelas 5.&nbsp;</i></b></p> Keliling dan Luas Jajargenjang 2014-09-29T07:01:09Z 2014-09-29T07:01:09Z https://www2.erlangga.co.id/soal-latihan/sd/8041-keliling-dan-luas-jajargenjang.html Matematika - SD Kelas 4 webmaster2@erlangga.co.id <p><b>Contoh soal : </b></p> <p>Hitung keliling dan luas jajargenjang <i>ABCD </i>berikut ini!</p> <p><img src="https://www2.erlangga.co.id/images/stories/baru/keliling dan luas jajargenjang.jpg" mce_src="https://www2.erlangga.co.id/images/stories/baru/keliling dan luas jajargenjang.jpg" border="0"></p> <p><b><i>Jawab:</i></b></p> <p>Pada Δ<i>BEC</i>, siku-siku di <i>E</i>, diperoleh:</p> <p><i>t</i>2 = 132 – 52 = 169 – 25 = 144</p> <p><i>t </i>= √144 = 12 cm</p> <p><br /></p> <p>Keliling jajargenjang <i>ABCD </i>= 2 × (<i>AB </i>+ <i>BC</i>)</p> <p>= 2 × (22 + 13)</p> <p>= 2 × 35</p> <p>= 70 cm</p> <p><br /></p> <p>Luas jajargenjang <i>ABCD </i>= <i>AB </i>× <i>BE</i></p> <p>= 22 × 12</p> <p>= 264 cm<sup>2</sup></p> <p><br /></p> <p>Dikutip dari buku <b><i>Three In One Matematika Jilid 4.&nbsp;</i></b></p> <p><b>Contoh soal : </b></p> <p>Hitung keliling dan luas jajargenjang <i>ABCD </i>berikut ini!</p> <p><img src="https://www2.erlangga.co.id/images/stories/baru/keliling dan luas jajargenjang.jpg" mce_src="https://www2.erlangga.co.id/images/stories/baru/keliling dan luas jajargenjang.jpg" border="0"></p> <p><b><i>Jawab:</i></b></p> <p>Pada Δ<i>BEC</i>, siku-siku di <i>E</i>, diperoleh:</p> <p><i>t</i>2 = 132 – 52 = 169 – 25 = 144</p> <p><i>t </i>= √144 = 12 cm</p> <p><br /></p> <p>Keliling jajargenjang <i>ABCD </i>= 2 × (<i>AB </i>+ <i>BC</i>)</p> <p>= 2 × (22 + 13)</p> <p>= 2 × 35</p> <p>= 70 cm</p> <p><br /></p> <p>Luas jajargenjang <i>ABCD </i>= <i>AB </i>× <i>BE</i></p> <p>= 22 × 12</p> <p>= 264 cm<sup>2</sup></p> <p><br /></p> <p>Dikutip dari buku <b><i>Three In One Matematika Jilid 4.&nbsp;</i></b></p> Logaritma 2014-06-20T06:44:39Z 2014-06-20T06:44:39Z https://www2.erlangga.co.id/soal-latihan/sma/7908-logaritma.html Matematika - IPS webmaster2@erlangga.co.id <p>Nilai dari <sup>2</sup>log 12 – <sup>2</sup>log 24 + <sup>2</sup>log 16 adalah . . . .</p> <p><b>Pembahasan :</b></p> <p><sup>2</sup>log 12 – <sup>2</sup>log 24 + <sup>2</sup>log 16 = <sup>2</sup>log <img src="https://www2.erlangga.co.id/images/stories/baru/logaritma.png" mce_src="https://www2.erlangga.co.id/images/stories/baru/logaritma.png" border="0" height="32" width="56"></p> <p>= <sup>2</sup>log 8 = <sup>2</sup>log 23<br /> = 3</p> <p><br /></p> <p><i>Dikutip dari Permit UN Matematika SMA/MA Program IPS</i><br mce_bogus="1"></p> <p>Nilai dari <sup>2</sup>log 12 – <sup>2</sup>log 24 + <sup>2</sup>log 16 adalah . . . .</p> <p><b>Pembahasan :</b></p> <p><sup>2</sup>log 12 – <sup>2</sup>log 24 + <sup>2</sup>log 16 = <sup>2</sup>log <img src="https://www2.erlangga.co.id/images/stories/baru/logaritma.png" mce_src="https://www2.erlangga.co.id/images/stories/baru/logaritma.png" border="0" height="32" width="56"></p> <p>= <sup>2</sup>log 8 = <sup>2</sup>log 23<br /> = 3</p> <p><br /></p> <p><i>Dikutip dari Permit UN Matematika SMA/MA Program IPS</i><br mce_bogus="1"></p> Invers Matriks Persegi 2014-06-16T07:57:41Z 2014-06-16T07:57:41Z https://www2.erlangga.co.id/soal-latihan/sma/7905-invers-matriks-persegi.html Matematika - Kelas 10 webmaster2@erlangga.co.id <p><img src="https://www2.erlangga.co.id/images/stories/baru/invers.png" mce_src="https://www2.erlangga.co.id/images/stories/baru/invers.png" border="0" height="204" width="359"></p> <p><i>Dikutip dari buku Matematika SMA/MA Kelas X Semester 2 (Jilid 1B)</i></p> <p><img src="https://www2.erlangga.co.id/images/stories/baru/invers.png" mce_src="https://www2.erlangga.co.id/images/stories/baru/invers.png" border="0" height="204" width="359"></p> <p><i>Dikutip dari buku Matematika SMA/MA Kelas X Semester 2 (Jilid 1B)</i></p>