Lesson Example Discussion Quiz: Class Homework |
Example |
Title: Area of Traiangle |
Grade: 8-a Lesson: S1-L2 |
Explanation: The best way to understand algebra is by looking at some examples. Take turns and read each example for easy understanding. |
Examples:
Find the area of a triangle having base is 18cm and height is 12cm.
Step 1a
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Given height(h) = 12cm base of a triangle(b) = 18cm Therefore, Area of a triangle = \$1/2 b*h\$ ⇒ \$(18\times12)/12\$ ⇒ \$216/2\$ ⇒ \$108\$sq.cm |
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Explanation: If the height of a triangle is 12cm and the base is 18cm, the area of the triangle is 108 sq.cm as calculated using the formula: \$1/2 x b x h\$. |
Find the area of an equilateral triangle of side 12 cm. (√3 = 1.73).
Step 2a
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Given the side of a triangle = 12cm Area of an equilateral triangle = \$√3/4\$ a² square units ⇒ \$√3/4 \times 12 \times 12\$ ⇒ \$√3/4 \times 144\$ ⇒ \$√3 * \cancel144^36/\cancel4^1\$ ⇒ \$1.73 \times 36\$ ⇒ 62.28 cm² |
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Explanation: If the side of an equilateral triangle is 12cm, then the area of an equilateral triangle is 62.28 cm² |
Find the height of a triangle whose area is 420 cm² and base is 60 cm.
Step 3a
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Given the area of a triangle(a) = 420 cm² The base of a triangle(b) = 60 cm Therefore, height of a triangle = \$(2 \times a)/b\$ ⇒ \$(2 \times 420)/60\$ ⇒ 14cm |
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Explanation: If the area of a triangle is 420 cm² and the base of a triangle is 60 cm,the height of a triangle is 14cm as calculated using the formula \$(2\times a/b)\$. |
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