If two sides of a cyclic quadrilateral are
parallel, prove that (i) the remaining two
sides are equal and (ii) both the diagonals
are equal.
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Answer:
i) In circle if two sides are parrellel than distance between them remain same therefore other two sides of cyclic quadrilateral remain same.
ii) If oppsite sides are parrellel and equal than diagonals also remain equal.
Step-by-step explanation:
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