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Write an explanation that justifies this statement: The area of a regular polygon is half the produc of the apothem and the perimeter
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wats area of polygon formula?
1/2ap. I know that's the formula, but I need to justify why that is.
You can inscribe n congruent triangles into a regular n sided polygon, the apothem will be the height of each triangle and if we sum up the areas and factor out the apothem and a factor of 1/2 we will be left with the perimeter.
Thus the area of an n sided regular polygon is equal to half the apothem multiplied by the polygons perimiter.
Thanks! :)
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