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<!DOCTYPE html>
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<title>Pythagorean Theorem</title>
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<h1>Pythagorean Theorem</h1>
<hr>
<p>This module will teach you how to use Pythagorean Theorem to solve interesting math problems! </p>
<button class="accordion"><font size = 4>Purpose</font></button></button>
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<p><font size="5" face="Times New Roman">The purpose of using Pythagorean Theorem is to calcute the length of an unkown side in a <strong>right</strong> angled triangle</font></p>
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<p><font size="6" face="Times New Roman"><strong>Steps</strong></font></p>
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<p><font size="5" face="Times New Roman">Before attempting the question using Pythagorean Theorem, check to see if the triangle has a 90 degree angle.</font></p>
<img src="WebPictures/rightAngle.png" width="200" height="111">
<p><font size="5" face="Times New Roman"> If a 90 degree angle is not present, Pythagorean Theorem can't be applied to this question.</font></p>
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<button class="accordion"><font size = 4>Step 2</font></button>
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<p><font size="5" face="Times New Roman">Idetify the side opposite to the right angle, this will be your <strong> hypotenuse</strong>. The other two sides will be the <strong> legs </strong>of the triangle</font>.</p>
<img src="WebPictures/triangleLegs.png" width="200" height="111">
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<p><font size="5" face="Times New Roman">In this step we will assign variables to the sides of the triangle. The <strong> hypotenuse</strong> will be labelled as <strong>c</strong> and the other two sides will be <strong> a </strong>and<strong> b</strong>. The variables for the legs of the traingle are interchangeable.</font></p>
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<button class="accordion"><font size = 4>Step 4</font></button>
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<p><font size="5" face="Times New Roman">The formula for Pythagorean Theorem is <strong>a^2 + b^2 = c^2</strong>. By substituting in the values of any <strong>two</strong> variables, we can find the value of the <strong>unknown term</strong>.</font></p>
<p></p>
<p><font size="5" face="Times New Roman"> Here is an exmaple of how the Pythagorean Theorem works</p>
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