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1. The straight line XAB cuts the circle ABZY at Aand B. The straight line XYZ cuts the circle ABZY at Y and Z. The straight line XDC cuts the circle YZCD at D and C.Given that CZB is a straight line, prove that XAYD is a cyclic quadrilateral.

2. Triangle KLM in which the side KL has greater length than KM, ∠LKM = 90° and the bisector of ∠LKM meets LM at N. The line through N perpendicular to LM cuts KL at P and meets MK produced at Q.

Prove that

(i) PKMN is a cyclic quadrilateral,

(ii) NP = NM.

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by yugluv

i dont know

we cannot name the circle with four variables.Plese check question

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