prove that circle inscribed in a saquare has its diameter equal to the side of the square
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Step-by-step explanation:
construct diameter parallel to one of the sides of the square.
as the sides are tangent to the square diameter and and the tangent make 90°
similarly the other side of the diameter is perpendicular to the other side of the square
therefore the the diameter cuts the square into two rectangles
in a rectangle one side is equal to the opposite side
therefore diameter =side of the square
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