If all the side of cyclic quadrilateral is equal then prove that the quadrilateral must be a square
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in a cyclic quadrilateral opp angels are supplementary
a+a=180
2a= 180
a=90
similarly b=c=d=a=90°
In a square all angels are 90°
HENCE PROVED
a+a=180
2a= 180
a=90
similarly b=c=d=a=90°
In a square all angels are 90°
HENCE PROVED
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