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Find the lateral area of the regular pyramid
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Lateral Area of a regular pyramid: ½ perimeter of the base × slant height. The perimeter of the base is easy to get because it is 3 times 4 because we know the base is an equilateral triangle.
The slant height is the length of the altitude of any one of the equilateral triangles. So, first up, do you know the 30-60-90 theorem or the Pythagorean Theorem?
yes
\[a ^{2}+b ^{2}=c ^{2}\]
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is it \[36\sqrt{3}\]
@Directrix
For the slant height, I got 2 times square root of 3. |dw:1376962088531:dw|
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