prove that three points on the circle are not collinear
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are its a logic how can three points on circle are collinear
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let the three points be A B and C
if the distance between a b is X and BC is Y then a b + BC should be equal to AC that is X + Y is equal to Z. which is not possible in a circle if they are not lying on the same diameter
if the distance between a b is X and BC is Y then a b + BC should be equal to AC that is X + Y is equal to Z. which is not possible in a circle if they are not lying on the same diameter
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