Answer on Question #40080 – Math - Geometry
the area of a regular polygon is 36 inches squared. Find the length of a side if the polygon is a triangle
Solution
By regular triangle we mean an equilateral triangle.
Denote
a=\mathbf{a} =a= length of a side,
Then α=4+Area3=4+363≈9.12\alpha = \sqrt{\frac{4 + \mathbf{Area}}{\sqrt{3}}} = \sqrt{\frac{4 + 36}{\sqrt{3}}} \approx 9.12α=34+Area=34+36≈9.12 (in)
Answer: α=4+Area3≈9.12\alpha = \sqrt{\frac{4 + \mathbf{Area}}{\sqrt{3}}} \approx 9.12α=34+Area≈9.12 (in)
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