if the sum of the interior angles of a polygon is equal to the sum of its exterior angle , how many sides does it have? explain.
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a sum of exterior angles of a polygon sums to 360 degrees
so we have to find a polygon whose interior angles added to 360 degree and as you know a quadrilateral interior angle sum of two 360 degree so a quadrilateral is a polygon whose interior angles are equal to the exterior angles
so we have to find a polygon whose interior angles added to 360 degree and as you know a quadrilateral interior angle sum of two 360 degree so a quadrilateral is a polygon whose interior angles are equal to the exterior angles
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