Can a concave polygon be a regular polygon ? Give reasons for your answer.
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By the definition of a concave polygon, it contains at least one of the interior angles more than 180 degrees. ... So, it is not possible to have a polygon with all sides equal and an angle greater than 180 degrees. Hence, regular polygons are never concave.
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Answer:
no because in concave polygon interior angle measures greater than 180 and one diagonal lie outside the polygon. In regular polygon all sides are equal in length and all interior angles are of equal measures . So ,a concave polygon will not be a regular polygon.
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