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AB=DC and diagonal AC and BD intersect at P in cyclic quadrilateral prove that. B |
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Answer» Since abcd is a CYCLIC quadrilateral WHOSE diagonal ac and bd intersect at p if ab = dc, our aim is to prove that TRIANGLE pas is CONGRUENT to triangle pdc ,pa=pb ,pc=pb ,ad is parallel to bc. ... In third part, we are given that DIAGONALS are bisectors, so ABCD is a parallelogram, therefore AD║BC.Mark my answer as brainlist |
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