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If the sum of the interior angles of a convex n-sided polygon can be found by using what formula? A. 360(n - 2) B. 180(n - 2) C. 180n - 2 D. 360n
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B Why?
If n=3 the convex n-gone is a triangle. The sum of the interior angles is 180=180(3-2)
If n=4 the convex n-gone is a quadrilateral. The sum of the interior angles is 360=180(4-2)
One can prove this in general. In a multiple choice, you do not need to do that.
If you take one vertex and you join it to the n-2 vertex. you get (n-2) triangles. The sum of their angles in (n-2)180
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