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-rw-r--r--lessons-locked/matematika/pangkat-akar/latihan.html167
-rw-r--r--lessons-locked/matematika/pangkat-akar/pangkat.html139
-rw-r--r--lessons-locked/matematika/pangkat-akar/scientific.html69
-rw-r--r--lessons-locked/matematika/quadratic-equation/finding-suitable.html117
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- <div>
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- <a href="/about/school.html" class="sidebar-link link">About School</a>
- <a href="/lessons" class="sidebar-link link">Lessons</a>
-
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- <h4>Table of Contents</h4>
- </div>
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- </div>
-
- <div class="banner-container" id="banner">
- <div class="banner-bg" id="img-supplies"></div>
- <div class="gradient-bg"></div>
- <div class="banner-text-container">
- <h1 class="banner-text" id="banner-txt">Matematika</h1>
- <h3 class="banner-text" id="banner-txt">Hidayatullah, S.Pd.</h3>
- </div>
- </div>
-
- <div id="main">
- <section>
- <h1 id="bab1">Chapter 1 - Bentuk Pangkat dan Akar</h1>
- <p><a href="pangkat-akar/pangkat.html" class="link">Lesson 1: Exponent</a></p>
- <p><a href="pangkat-akar/akar.html" class="link">Lesson 2: Root</a></p>
- <p><a href="pangkat-akar/latihan.html" class="link">Exercise 1</a></p>
- <p><a href="pangkat-akar/scientific.html" class="link">Lesson 3: Exponents Extended - Scientific Form of Decimals</a></p>
- <h1 id="bab2">Chapter 2 - Quadratic Equation</h1>
- <p><a href="quadratic-equation/" class="link">Main Lesson: Quadratic Equation - The Introduction</a></p>
- <h1 id="bab3">Chapter 3 - Quadratic Function (no it's not equation)</h1>
- <p><a href="quadratic-function/" class="link">Main Lesson: Quadratic Function - The Introduction</a></p>
- </section>
- </div>
-
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- <script src="/scripts/sidebar.js"></script>
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diff --git a/lessons-locked/matematika/locked.html b/lessons-locked/matematika/locked.html
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- <a href="/lessons" class="sidebar-link link">Lessons</a>
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- <h1 class="banner-text" id="banner-txt">Matematika</h1>
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- <p style="text-align: center; width: 100%;"><i class="fa-solid fa-file-circle-question"></i> This lesson is locked.</p>
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diff --git a/lessons-locked/matematika/pangkat-akar/akar.html b/lessons-locked/matematika/pangkat-akar/akar.html
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- </div>
-
- <div>
- <a href="/about/author.html" class="sidebar-link link">About the Author</a>
- <a href="/about/school.html" class="sidebar-link link">About School</a>
- <a href="/lessons" class="sidebar-link link">Lessons</a>
-
-
- <hr class="divider">
- <div id="toc">
- <h4>Table of Contents</h4>
- </div>
- </div>
- </div>
-
- <div class="banner-container" id="banner">
- <div class="banner-bg" id="img-supplies"></div>
- <div class="gradient-bg"></div>
- <div class="banner-text-container">
- <h1 class="banner-text" id="banner-txt">Root</h1>
- <h3 class="banner-text" id="banner-txt">Chapter 1</h3>
- </div>
- </div>
-
- <div class="chip-container" id="chip-container">
- <div class="chip"><span>✅ Verified</span></div>
- </div>
-
- <div id="main">
- <section>
- <h1 id="definition">Definition</h1>
- Root is the inverse of exponent. For example;<br>
- <ul>
- <li>4<sup>2</sup> = 16, <b>so <span class="sroot">16</span> = 4</b></li>
- <li>5<sup>2</sup> = 25, <b>so <span class="sroot">25</span> = 5</b></li>
- <li>10<sup>2</sup> = 100, <b>so <span class="sroot">100</span> = 10</b></li>
- </ul>
-
- <h1 id="simplification">Simplifying Square Roots</h1>
- You can simplify a root by factoring the root number another number that is rational. Or in other words, divide the root number by the perfect squares. For example;
- <ul>
- <li>
- <strong>Simplify <span class="sroot">60</span></strong><br>
- <span class="sroot">60</span> = <span class="sroot">4 &times; 15</span> = 2<span class="sroot">15</span><br>
- </li>
- <li>
- <strong>Simplify <span class="sroot">48</span></strong><br>
- <span class="sroot">48</span> = <span class="sroot">16 &times; 3</span> = 4<span class="sroot">3</span><br>
- </li>
- <li>
- <strong>Simplify <span class="sroot">125</span></strong><br>
- <span class="sroot">125</span> = <span class="sroot">25 &times; 5</span> = 5<span class="sroot">5</span><br>
- </li>
- </ul>
-
- <h1 id="root-operations">Root Operations</h1>
- <h2 id="root-operations--addition">Addition</h2>
- Roots with coefficient can be added with another coefficient that have the same roots. <br>
- <strong>a<span class="sroot">c</span> + b<span class="sroot">c</span> = (a + b)<span class="sroot">c</span></strong>
- <ul>
- <li>3<span class="sroot">2</span> + 4<span class="sroot">2</span> = (3 + 4)<span class="sroot">2</span> = <strong>7<span class="sroot">2</span></strong></li>
- <li><span class="sroot">5</span> + 3<span class="sroot">5</span> = (1 + 3)<span class="sroot">5</span> = <strong>4<span class="sroot">5</span></strong></li>
- </ul>
- <h2 id="root-operations--subtraction">Subtraction</h2>
- Roots with coefficient can be subtracted with another coefficient that have the same roots. <br>
- <strong>a<span class="sroot">c</span> - b<span class="sroot">c</span> = (a - b)<span class="sroot">c</span></strong>
- <ul>
- <li>7<span class="sroot">3</span> - 4<span class="sroot">3</span> = (7 - 4)<span class="sroot">3</span> = <strong>3<span class="sroot">2</span></strong></li>
- <li>10<span class="sroot">6</span> - 5<span class="sroot">6</span> = (10 - 5)<span class="sroot">6</span> = <strong>5<span class="sroot">6</span></strong></li>
- </ul>
- <h2 id="root-operations--multiplication">Multiplication</h2>
- Roots can be multiplied with any other roots. If the root is the same as the other multiplied root, the root can be deleted (if you want to be faster). <br>
- <strong>a<span class="sroot">c</span> &times; b<span class="sroot">d</span> = (a &times; b)<span class="sroot">c &times; d</span></strong>
- <ul>
- <li><span class="sroot">2</span> &times; <span class="sroot">5</span> = <strong><span class="sroot">10</span></strong></li>
- <li>3<span class="sroot">2</span> &times; 4<span class="sroot">3</span> = (3 &times; 4)<span class="sroot">2 &times; 3</span> = <strong>12<span class="sroot">6</span></strong></li>
- <li>2<span class="sroot">5</span> &times; 3<span class="sroot">5</span> = (2 &times; 3)(5) = 6(5) = <strong>30</strong></li>
- </ul>
- <h2 id="root-operations--division">Division</h2>
- Roots can be divided with any other roots. <br>
- <strong>a<span class="sroot">c</span> &divide; b<span class="sroot">d</span> = (a &divide; b)<span class="sroot">c &divide; d</span></strong>
- <ul>
- <li>
- 8<span class="sroot">6</span> &divide; 4<span class="sroot">3</span> = (8 &divide; 4)<span class="sroot">6 &divide; 3</span> = <strong>2<span class="sroot">2</span></strong>
- </li>
- </ul>
- </section>
- </div>
-
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- <script src="/scripts/sidebar.js"></script>
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diff --git a/lessons-locked/matematika/pangkat-akar/latihan.html b/lessons-locked/matematika/pangkat-akar/latihan.html
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-<!DOCTYPE html>
-<html lang="en">
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-
- <div>
- <a href="/about/author.html" class="sidebar-link link">About the Author</a>
- <a href="/about/school.html" class="sidebar-link link">About School</a>
- <a href="/lessons" class="sidebar-link link">Lessons</a>
-
-
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- <div id="toc">
- <h4>Table of Contents</h4>
- </div>
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- </div>
-
- <div class="banner-container" id="banner">
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- <h1 class="banner-text" id="banner-txt">Exercise</h1>
- <h3 class="banner-text" id="banner-txt">Chapter 1</h3>
- </div>
- </div>
-
- <div class="chip-container" id="chip-container">
- <div class="chip"><span>❓ Unchecked</span></div>
- </div>
-
- <div id="main">
- <section>
- <h1 id="questions">Pertanyaan</h1>
- <ol>
- <h2 id="questions--pangkat">Pangkat</h1>
- <li style="margin-top: 10px;">8p<sup>2</sup>q &times; 2pq<sup>3</sup></li>
- <li style="margin-top: 10px;">64<sup><span class="frac"><sup>1</sup><span>&frasl;</span><sub>2</sub></span></sup> + 81<sup><span class="frac"><sup>1</sup><span>&frasl;</span><sub>3</sub></span></sup></li>
- <li style="margin-top: 10px;">2<span class="sroot">5</span> + 3<span class="sroot">20</span> - 4<span class="sroot">5</span></li>
-
- <h2 id="questions--rasional">Merasionalkan Akar</h2>
- <li style="margin-top: 10px;"><span class="frac"><sup>4</sup><span>&frasl;</span><sub><span class="sroot">5</span></sub></span></li>
- <li style="margin-top: 10px;"><span class="frac"><sup>3<span class="sroot">5</span></sup><span>&frasl;</span><sub>2<span class="sroot">3</span></sup></sub></span></li>
- <li style="margin-top: 10px;"><span class="frac"><sup>5</sup><span>&frasl;</span><sub><span class="sroot">3</span> - <span class="sroot">2</span></sub></span></li>
- <li style="margin-top: 10px;"><span class="frac"><sup><span class="sroot">5</span> - <span class="sroot">7</span></sup><span>&frasl;</span><sub><span class="sroot">5</span> - <span class="sroot">2</span></sub></span></li>
-
- <h2 id="question--operasi-pangkat">Operasi Pangkat</h2>
- <li style="margin-top: 10px;">(8p<sup>2</sup>3)<sup>3</sup> &divide; 2pq</li>
- <li style="margin-top: 10px;"><span class="frac"><sup>(a<sup><span class="frac"><sup>1</sup><span>&frasl;</span><sub>3</sub></span></sup>b<sup><span class="frac"><sup>1</sup><span>&frasl;</span><sub>3</sub></span></sup>)<sup>6</sup></sup><span>&frasl;</span><sub>(a<sup><span class="frac"><sup>2</sup><span>&frasl;</span><sub>3</sub></span></sup>b<sup><span class="frac"><sup>4</sup><span>&frasl;</span><sub>3</sub></span></sup>)<sup>9</sup></sup></sub></span></li>
-
- <h2 id="question--persamaan-pangkat">Persamaan Pangkat</h2>
- <li style="margin-top: 10px;">2<sup>x + 8</sup> = 64</li>
- <li style="margin-top: 10px;">16<sup>2x + 3</sup> = 32</li>
- </ol>
- <h1 id="jawaban">Jawaban</h1>
- <ol>
- <li style="margin-top: 10px;">16p<sup>3</sup>q<sup>4</sup></li>
- <li style="margin-top: 10px;">
- 64<sup><span class="frac"><sup>1</sup><span>&frasl;</span><sub>2</sub></span></sup> + 81<sup><span class="frac"><sup>1</sup><span>&frasl;</span><sub>3</sub></span></sup><br>
- = <span class="sroot">64</span> + <sup>3</sup><span class="sroot">81</span><br>
- = 8 + <sup>3</sup><span class="sroot">81</span>
- </li>
- <li style="margin-top: 10px;">
- 2<span class="sroot">5</span> + 3<span class="sroot">20</span> - 4<span class="sroot">5</span><br>
- = 6<span class="sroot">5</span> + 3<span class="sroot">20</span><br>
- = 6<span class="sroot">5</span> + 3<span class="sroot">4 &times; 5</span><br>
- = 6<span class="sroot">5</span> + 3<span class="sroot">2<sup>2</sup> &times; 5</span><br>
- = 6<span class="sroot">5</span> + 3 &times; 2<span class="sroot">5</span><br>
- = 6<span class="sroot">5</span> + 6<span class="sroot">5</span><br>
- = <strong>12<span class="sroot">5</span></strong><br>
- </li>
- <li style="margin-top: 10px;">
- <span class="frac"><sup>4</sup><span>&frasl;</span><sub><span class="sroot">5</span></sub></span><br>
- = <span class="frac"><sup>4</sup><span>&frasl;</span><sub><span class="sroot">5</span></sub></span> &times; <span class="frac"><sup><span class="sroot">5</span></sup><span>&frasl;</span><sub><span class="sroot">5</span></sub></span> = <strong><span class="frac"><sup>4<span class="sroot">5</span></sup><span>&frasl;</span><sub>5</sub></span></strong>
- </li>
- <li style="margin-top: 10px;">
- <span class="frac"><sup>3<span class="sroot">5</span></sup><span>&frasl;</span><sub>2<span class="sroot">3</span></sup></sub></span><br>
- = <span class="frac"><sup>3<span class="sroot">5</span></sup><span>&frasl;</span><sub>2<span class="sroot">3</span></sup></sub></span> &times; <span class="frac"><sup><span class="sroot">3</span></sup><span>&frasl;</span><sub><span class="sroot">3</span></sup></sub></span><br>
- = <span class="frac"><sup><span style="text-decoration: line-through;">3</span><span class="sroot">15</span></sup><span>&frasl;</span><sub>2 &times; <span style="text-decoration: line-through;">3</span></sup></sub></span><br>
- = <strong><span class="frac"><sup><span class="sroot">15</span></sup><span>&frasl;</span><sub>2</sup></sub></span></strong>
- </li>
- <li style="margin-top: 10px;">
- <span class="frac"><sup>5</sup><span>&frasl;</span><sub><span class="sroot">3</span> - <span class="sroot">2</span></sub></span><br>
- = <span class="frac"><sup>5</sup><span>&frasl;</span><sub><span class="sroot">3</span> - <span class="sroot">2</span></sub></span> &times; <span class="frac"><sup><span class="sroot">3</span> + <span class="sroot">2</span></sup><span>&frasl;</span><sub><span class="sroot">3</span> + <span class="sroot">2</span></sub></span><br>
- = <span class="frac"><sup>5(<span class="sroot">3</span> + <span class="sroot">2</span>)</sup><span>&frasl;</span><sub>(<span class="sroot">3</span>)<sup>2</sup> - (<span class="sroot">2</span>)<sup>2</sup></sub></span><br>
- = <span class="frac"><sup>5(<span class="sroot">3</span> + <span class="sroot">2</span>)</sup><span>&frasl;</span><sub>3 - 2</sub></span> = <span class="frac"><sup>5(<span class="sroot">3</span> + <span class="sroot">2</span>)</sup><span>&frasl;</span><sub>1</sub></span><br>
- = <strong>5(<span class="sroot">3</span> + <span class="sroot">2</span>)</strong>
- </li>
- <li style="margin-top: 10px;">
- <span class="frac"><sup><span class="sroot">5</span> - <span class="sroot">7</span></sup><span>&frasl;</span><sub><span class="sroot">5</span> - <span class="sroot">2</span></sub></span><br>
- = <span class="frac"><sup><span class="sroot">5</span> - <span class="sroot">7</span></sup><span>&frasl;</span><sub><span class="sroot">5</span> - <span class="sroot">2</span></sub></span> &times; <span class="frac"><sup><span class="sroot">5</span> + <span class="sroot">2</span></sup><span>&frasl;</span><sub><span class="sroot">5</span> + <span class="sroot">2</span></sub></span><br>
- = <span class="frac"><sup>(<span class="sroot">5</span> - <span class="sroot">7</span>) &times; (<span class="sroot">5</span> + <span class="sroot">2</span>)</sup><span>&frasl;</span><sub>(<span class="sroot">5</span>)<sup>2</sup> - (<span class="sroot">2</span>)<sup>2</sup></sub></span><br>
- = <span class="frac"><sup>5 + <span class="sroot">10</span> - <span class="sroot">35</span> - <span class="sroot">14</span></sup><span>&frasl;</span><sub>5 - 2</sub></span> = <strong><span class="frac"><sup>5 + <span class="sroot">10</span> - <span class="sroot">35</span> - <span class="sroot">14</span></sup><span>&frasl;</span><sub>3</sub></span></strong>
- </li>
- <li style="margin-top: 10px;">
- (8p<sup>2</sup>3)<sup>3</sup> &divide; 2pq <br>
- = (24p<sup>2</sup>)<sup>3</sup> &divide; 2pq <br>
- = 24<sup>3</sup> p<sup>6</sup> &divide; 2pq <br>
- = <strong>6912p<sup>5</sup> &divide; q</strong>
- </li>
- <li style="margin-top: 10px;">
- = <span class="frac"><sup>(a<sup><span class="frac"><sup>1</sup><span>&frasl;</span><sub>3</sub></span></sup>b<sup><span class="frac"><sup>1</sup><span>&frasl;</span><sub>3</sub></span></sup>)<sup>6</sup></sup><span>&frasl;</span><sub>(a<sup><span class="frac"><sup>2</sup><span>&frasl;</span><sub>3</sub></span></sup>b<sup><span class="frac"><sup>4</sup><span>&frasl;</span><sub>3</sub></span></sup>)<sup>9</sup></sup></sub></span><br>
- = <span class="frac">
- <sup>(a<sup><span class="frac"><sup>1</sup><span>&frasl;</span><sub>3</sub></span></sup>)<sup>6</sup> (b<sup><span class="frac"><sup>1</sup><span>&frasl;</span><sub>3</sub></span></sup>)<sup>6</sup></sup>
- <span>&frasl;</span>
- <sub>(a<sup><span class="frac"><sup>2</sup><span>&frasl;</span><sub>3</sub></span></sup>)<sup>9</sup> (b<sup><span class="frac"><sup>4</sup><span>&frasl;</span><sub>3</sub></span></sup>)<sup>9</sup></sub>
- </span><br>
- = <span class="frac">
- <sup>a<sup>2</sup> b<sup>2</sup></sup>
- <span>&frasl;</span>
- <sub>a<sup>6</sup> b<sup>12</sup></sub>
- </span><br>
- = <strong>a<sup>-4</sup> b<sup>-10</sup></strong>
- </li>
- <li style="margin-top: 10px;">
- 2<sup>x + 8</sup> = 64 <br>
- = <span style="text-decoration: line-through;">2</span><sup>x + 8</sup> = <span style="text-decoration: line-through;">2</span><sup>6</sup><br>
- = x + 8 = 6 <br>
- = x = 6 - 8 <br>
- = <strong>x = -2</strong>
- </li>
- <li style="margin-top: 10px;">
- 16<sup>2x + 3</sup> = 32 <br>
- = (2<sup>4</sup>)<sup>2x + 3</sup> = 2<sup>6</sup><br>
- = <span style="text-decoration: line-through;">2</span><sup>8x + 12</sup> = <span style="text-decoration: line-through;">2</span><sup>6</sup> <br>
- = 8x + 12 = 6 <br>
- = 8x = 6 - 12 <br>
- = 8x = 6 <br>
- = x = <span class="frac"><sup>-6</sup><span>&frasl;</span><sub>8</sub></span><br>
- = <strong>x = -<span class="frac"><sup>3</sup><span>&frasl;</span><sub>4</sub></span></strong>
- </li>
- </ol>
- </section>
- </div>
-
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- <h3 class="banner-text" id="banner-txt">Chapter 1</h3>
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- <section>
- <h1 id="exponent">Exponents</h1>
- x<sup>n</sup> = x<sub>1</sub> &times; x<sub>2</sub> &times; ... &times; x<sub>n</sub>
- <h2 id="exponent--examples">Examples</h2>
- <ul>
- <li>2<sup>5</sup> = 2 &times; 2 &times; 2 &times; 2 &times; 2 = 32</li>
- <li>5<sup>7</sup> = 5 &times; 5 &times; 5 &times; 5 &times; 5 &times; 5 &times; 5 = 78.125</li>
- </ul>
- <h1 id="exponent-operations">Exponent Operations</h1>
- <h2 id="exponent-operations--multiplication">Multiplication</h2>
- a<sup>x</sup> &times; b<sup>y</sup> = (a &times; b)<sup>x + y</sup>
- <ul>
- <li>10<sup>4</sup> &times; 2<sup>2</sup> = (10 &times; 2)<sup>4 + 2</sup> = <strong>20<sup>6</sup></strong></li>
- </ul>
- <h2 id="exponent-operations--division">Division</h2>
- a<sup>x</sup> &divide; b<sup>y</sup> = (a &divide; b)<sup>x - y</sup>
- <ul>
- <li>10<sup>3</sup> &divide; 2<sup>4</sup> = (10 &divide; 2)<sup>4 - 2</sup> = <strong>5<sup>2</sup></strong></li>
- </ul>
- <h2 id="exponent-operations--exponent">Exponent</h2>
- (a<sup>x</sup>)<sup>y</sup> = a<sup>x &times; y</sup>
- <ul>
- <li>(2<sup>2</sup>)<sup>3</sup> = 2<sup>2 &times; 3</sup> <strong>= 2<sup>6</sup> = 64</li></strong>
- </ul>
-
- <h1 id="zero-exponent">Zero Exponent</h1>
- <p>a<sup>0</sup> = 1</p>
- <h2 id="zero-exponent--examples">Examples</h2>
- <ul>
- <li>5<sup>0</sup> = 1</li>
- <li>7<sup>0</sup> = 1</li>
- <li>100<sup>0</sup> = 1</li>
- <li>28,67<sup>0</sup> = 1</li>
- </ul>
- <h1 id="one-exponent">One Exponent</h1>
- <p>a<sup>1</sup> = a</p>
- <h2 id="one-exponent--examples">Examples</h2>
- <ul>
- <li>5<sup>1</sup> = 5</li>
- <li>7<sup>1</sup> = 7</li>
- <li>100<sup>1</sup> = 100</li>
- <li>28,67<sup>1</sup> = 28,67</li>
- </ul>
- <h1 id="fractional-exponent">Fractional Exponent</h1>
- <img src="/assets/images/math/fractional_exponent.svg" alt="">
- <p>x&nbsp;<sup><span class="frac"><sup>y</sup><span>&frasl;</span><sub>z</sub></span></sup> =
- <sup>z</sup><span><span class="sroot">x</span><sup style="font-size: small;">y</sup><span></span></span></p>
- <h2 id="fractional-exponent--examples">Examples</h2>
- <ul>
- <li>5&nbsp;<sup><span class="frac"><sup>1</sup><span>&frasl;</span><sub>2</sub></span></sup> =
- <sup>2</sup><span><span class="sroot">5</span></span></li>
- <li>7&nbsp;<sup><span class="frac"><sup>2</sup><span>&frasl;</span><sub>3</sub></span></sup> =
- <sup>3</sup><span><span class="sroot">7<sup>2</sup></span></span></li>
- </ul>
- <p><strong>Small Note:</strong> 2</sup><span class="sroot">x</span> or <span class="sroot">x</span> menans square root. The 2 before root should be removed. The 2 is only present for easier purposes.<br>3</sup><span><span class="sroot">x</span> means cubic root.</p>
-
- <h1 id="exponential-equation">Exponential Equation</h1>
- <ol>
- <li>2<sup>x + 5</sup> = 64<br>
- = <span style="text-decoration: line-through;">2</span><sup>x + 5</sup> = <span style="text-decoration: line-through;">2</span><sup>6</sup> <sub>&UpperLeftArrow; ubah ke bentuk 2 berpangkat (2<sup>x</sup>)</sub><br>
- = x + 5 = 6<br>
- = x = <strong>1</strong>
- </li>
- <li>16<sup>x + 2</sup> = 32<br>
- = (2<sup>4</sup>)<sup>x + 2</sup> = 2<sup>5</sup><br>
- = <span style="text-decoration: line-through;">2</span><sup>4x + 8</sup> = <span style="text-decoration: line-through;">2</span><sup>5</sup><br>
- = 4x + 8 = 5<br>
- = 4x = 5 - 8<br>
- = 4x = -3<br>
- = x = <span class="frac"><sup>-3</sup><span>&frasl;</span><sub>4</sub></span> = <strong>-<span class="frac"><sup>3</sup><span>&frasl;</span><sub>4</sub></span></strong>
- </li>
- </ol>
- </section>
- </div>
-
- <script src="/scripts/toc.js"></script>
- <script src="/scripts/sidebar.js"></script>
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diff --git a/lessons-locked/matematika/quadratic-equation/finding-suitable.html b/lessons-locked/matematika/quadratic-equation/finding-suitable.html
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- <h3 class="banner-text" id="banner-txt">Chapter 2 sub-page</h3>
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- <p><strong><a href="/lessons/matematika/quadratic-equation/" class="link">&LeftArrow; Go back to Main Lesson</a></strong></p>
- Firstly, lets use this equation. <br>
- <span id="m1"></span><br>
- <h1 id="steps">Step-by-step</h1>
- <ol>
- <li>Find the factors of <span class="math-font">c</span>, which in this equation, <span class="math-font">c = </span><span class="math-font-main">30</span>.</li>
- <li>The factors of 30 are:
- <ul>
- <li>1, 30</li>
- <li>2, 15</li>
- <li>3, 10</li>
- <li>5, 6</li>
- </ul>
- </li>
- <li>Lets define that the first and second factors are <span class="math-font">y<sub>1, 2</sub></span>. To find the suitable factors for the equation, you need to check if;
- <ul>
- <li><span id="m2"></span>, and</li>
- <li><span id="m3"></span></li>
- </ul>
- </li>
- <li>Check for each of the factors. We end up with 5 and 6. <br> <span id="m4"></span></li>
- <li>So, the answer is <strong><span class="math-font-main">5 & 6</span></strong></li>
- </ol>
- <p><strong><a href="/lessons/matematika/quadratic-equation/" class="link">&LeftArrow; Go back to Main Lesson</a></strong></p>
- <script defer>
- var element1 = document.getElementById("m1");
- var element2 = document.getElementById("m2");
- var element3 = document.getElementById("m3");
- var element4 = document.getElementById("m4");
-
- katex.render(String.raw`x^2 + 11x + 30 = 0`, element1, {
- throwOnError: false
- });
- katex.render(String.raw`y_1 + y_2 = b`, element2, {
- throwOnError: false
- });
- katex.render(String.raw`y_1 \times y_2 = c`, element3, {
- throwOnError: false
- });
- katex.render(String.raw`5 \times 6 = 30\\5 + 6 = 11`, element4, {
- throwOnError: false
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- <h1 class="banner-text" id="banner-txt">Quadratic Equation: The Introduction</h1>
- <h3 class="banner-text" id="banner-txt">Chapter 2</h3>
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- <section>
- <h1 id="introduction">Introduction</h1>
- In algebra, a quadratic equation is any equation that can be rearranged in standard form as where x
- represents an unknown value, and a, b, and c represent known numbers, where a ≠ 0.<sup>[<a
- href="#reference-1" class="link-compact">1</a>]</sup>
- <h2 id="introduction--formula">Formula / Format</h2>
- <span class="math-font">ax<sup>2</sup> + bx + c = 0</span>
- <p>
- <span class="math-font">a, b, c</span> = known numbers, where a &NotEqual; 0 <br>
- <span class="math-font">x</span> = the unknown, or the root
- </p>
- <h2 id="introduction--exercise">Exercises</h2>
- <h3>Finding the roots with factorisation.</h3>
- <ol>
- <li>
- <span id="q1.1.1"></span>
- <p>
- <hr>
- <span>To find the answer, we need to find the factors of c that is suitable for b and c. <a href="finding-suitable.html" class="link">What and how do I find the suitable factors?</a></span><br>
- <span>The suitable factor for the equation are <b>2 and -3</b>. </span><br>
- <span>Then, insert each numbers to this formula: <span id="q1.1.2"></span>, where <span
- class="math-font">y</span> is the factor.</span><br><br>
- <span id="q1.1.3"></span><br><span id="q1.1.31"></span><br>
- <hr>
- <strong>So, the answer is <span id="q1.1.4"></span></strong>
- </p>
- <script defer>
- var element1 = document.getElementById("q1.1.1");
- var element2 = document.getElementById("q1.1.2");
- var element3 = document.getElementById("q1.1.3");
- var element31 = document.getElementById("q1.1.31");
- var element4 = document.getElementById("q1.1.4");
-
- katex.render(String.raw`x^2 - 1x - 6 = 0`, element1, {
- throwOnError: false
- });
- katex.render(String.raw`x + y`, element2, {
- throwOnError: false
- });
- katex.render(String.raw`
- \begin{aligned}
- x + 2 &= 0\\
- x &= -2\\
- \end{aligned}
- `, element3, {
- throwOnError: true
- }); katex.render(String.raw`
- \begin{aligned}
- x - 3 &= 0\\
- x &= 3
- \end{aligned}
- `, element31, {
- throwOnError: true
- });
- katex.render(String.raw`x = \{-2, 3\}`, element4, {
- throwOnError: false
- });
- </script>
- </li>
- <li>
- <p>
- <span id="q1.2.1"></span><br>
- <span><strong>Factors:</strong> <span class="math-font">2, 4</span></span><br>
- <hr>
- <span id="q1.2.2"></span><br>
- <span id="q1.2.3"></span><br>
- <hr>
- <span id="q1.2.4"></span><br>
- </p>
- <script defer>
- var element1 = document.getElementById("q1.2.1");
- var element2 = document.getElementById("q1.2.2");
- var element3 = document.getElementById("q1.2.3");
- var element4 = document.getElementById("q1.2.4");
-
- katex.render(String.raw`x^2 + 6x + 8 = 0`, element1, {
- throwOnError: false
- });
- katex.render(String.raw`
- \begin{aligned}
- x + 2 &= 0\\
- x &= -2\\
- \end{aligned}
- `, element2, {
- throwOnError: true
- }); katex.render(String.raw`
- \begin{aligned}
- x + 4 &= 0\\
- x &= 4
- \end{aligned}
- `, element3, {
- throwOnError: true
- });
- katex.render(String.raw`x = \{-2, -4\}`, element4, {
- throwOnError: false
- });
- </script>
- </li>
- </ol>
- <h1 id="relation-algebra">Relation between Quadratic Equation and Algebraic Expressions</h1>
- <p>This is an algebraic expression &rightarrow; <span id="m0"></span>. You can turn that into a quadratic equation.</p>
- <span id="m1"></span>
- <script>
- const m0 = document.getElementById("m0");
- const m1 = document.getElementById("m1");
-
- katex.render(String.raw`(x + 5)(x + 7)`, m0, {
- throwOnError: false
- });
- katex.render(String.raw`
- \begin{aligned}
- (x + 5)(x + 7) &= x^2 + 5x + 7x + 35&\\
- &= x^2 + 12x + 35&\larr\textnormal{quadratic equation 😱😱}
- \end{aligned}
- `, m1, {
- throwOnError: true
- });
- </script>
- <h1 id="all-about-roots">Quadratic Equation's Root Operations</h1>
- <h2 id="finding-qe">Finding Quadratic Equation with Roots</h2>
- <p>You can use the formula below to find a Quadratic Equation with 2 roots.</p>
- <span id="m2"></span><span>, where <span class=math-font>x<sub>1, 2</sub></span> are the roots.</span><br>
- <p>
- <strong>Example:</strong><br><br>
- <span id="m3"></span>
- </p>
- <script>
- const m2 = document.getElementById("m2");
- const m3 = document.getElementById("m3");
-
- katex.render(String.raw`(x - x_1)(x - x_2) = 0`, m2, {
- throwOnError: false
- });
- katex.render(String.raw`
- \begin{aligned}
- (x - x_1)(x - x_2) &= 0\\
- (x - (-3))(x - 4) &= 0\\
- (x + 3))(x - 4) &= 0\\
- x^2 - 4x + 3x - 12 &= 0\\
- x^2 - x - 12 &= 0
- \end{aligned}
- `, m3, {
- throwOnError: true
- });
- </script>
- <h2 id="operations">Quadratic Root's Mathematical Operations</h2>
- <h3 id="operations--formulas">Formulas</h3>
- <p id="m4"></p>
- <p id="m5"></p>
- <h3 id="operations--examples">Examples</h3>
- <ol>
- <li>
- <p>Diketahui persamaan kuadrat <span id="q1"></span>, memiliki akar-akar persamaan kuadrat <span class="math-font">x<sub>1</sub></span> dan <span class="math-font">x<sub>2</sub></span>. Jika <span class="math-font">x<sub>1</sub> < x<sub>2</sub></span>, maka tentukan:
- <ol type="a">
- <li><span class="math-font">x<sub>1</sub> + x<sub>2</sub></span></li>
- <li><span class="math-font">x<sub>1</sub> &times; x<sub>2</sub></span></li>
- </ol>
- </p>
- <hr>
- <ol type="a">
- <li><span id="a1"></span></li>
- <li><span id="a2"></span></li>
- </ol>
- </li>
- </ol>
- <script>
- const m4 = document.getElementById("m4");
- const m5 = document.getElementById("m5");
- const q1 = document.getElementById("q1");
- const a1 = document.getElementById("a1");
- const a2 = document.getElementById("a2");
-
- katex.render(String.raw`x_1 + x_2 = \dfrac{-b}{a}`, m4, {
- throwOnError: false
- });
- katex.render(String.raw`x_1 \times x_2 = \dfrac{c}{a}`, m5, {
- throwOnError: false
- });
- katex.render(String.raw`2x^2 + 7x + 3 = 0`, q1, {
- throwOnError: false
- });
- katex.render(String.raw`
- \begin{aligned}
- x_1 + x_2 &= \dfrac{-b}{a}\\
- &= \dfrac{-7}{2}\\
- \end{aligned}
- `, a1, {
- throwOnError: true
- });
- katex.render(String.raw`
- \begin{aligned}
- x_1 \times x_2 &= \dfrac{c}{a}\\
- &= \dfrac{3}{2}\\
- \end{aligned}
- `, a2, {
- throwOnError: true
- });
- </script>
- <h1>References</h1>
- <ol>
- <li id="reference-1" tabindex="-1">Quadratic Equation - The English Wikipedia, <a
- href="https://en.wikipedia.org/wiki/Quadratic_equation"
- class="link">https://en.wikipedia.org/wiki/Quadratic_equation</a></li>
- </li>
- </section>
- </div>
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