Question

How many circles contain all the three non collinear points A, B, C?​

Answer 1

Answer:

only one circle can contain 3 non - collinear points.

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Answer 2

Only 1 Circle containing all the three non collinear points A, B, C.

1. There can only be one circle such that it contains all three non-collinear points.
2. Non-collinear points are the ones which don't lie in a straight line.
3. If we try to construct another circle then it will not satisfy the condition.