Math, asked by KACHRASETHOFFICIAL, 4 months ago

P and Q are the points of intersection of two circles. A straight line cuts one of the circle in A and B and
the other in C and D. The line parallel to PA through D meets PQ in E. Prove that points B, E, Q and D
are concyclic.

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Answered by brahmjotsbs11123

4

Answer:

sorry I didn't know the answer

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