Question

prove that two distinct circles cant intersect at more than 2 points

Answer 1

Hey buddy here is ur answer !!!

》 Let us consider that 2 distinct circle intersect at more than 2 points .

》These points are collinear points determine one and only one circle .

》 there should be only one circle .

》But , the superimpotion of 2 circle of different radii is impossible , i.e.

》Concentric circles would instead .

》This contradicts our assumption .Therefore our assumption is wrong .

》Hence , 2 circles cannot intersect each other at more than 2 points .

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》》 BE BRAINLY 《《