If two sides of a cyclic quadrilateral are parallel, prove that :
1. Its are the two that are equal
2. its diagonals are equal.
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1. in a cyclic quadrilateral, the opposite angles are equal and parallel so you can say the opposite angles are equal by property of cyclic quadrilateral
2.By angle bisector property of a cyclic quadrilateral the opposite angle bisected by the diagonal are equal.
2.By angle bisector property of a cyclic quadrilateral the opposite angle bisected by the diagonal are equal.
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