1f the points A, B ,C are non-collinearPoints, then how many circles.c

1.	1f the points A, B ,C are non-collinearPoints, then how many circles.can be draw which passesthrough points A, B, and C
Answer» Answer. Only ONE CIRCLE PASSES through, which is a circumcircle. Answer Key. Make $\triangle ABC$ . Solution. If we draw perpendicular lines from the MIDPOINT of each segment, they intersect and the point of INTERSECTION is called the circumcenter.

1f the points A, B ,C are non-collinearPoints, then how many circles.can be draw which passesthrough points A, B, and C

Answer»

Answer.

Only ONE CIRCLE PASSES through, which is a circumcircle.

Answer Key.

Make $\triangle ABC$ .

Solution.

If we draw perpendicular lines from the MIDPOINT of each segment, they intersect and the point of INTERSECTION is called the circumcenter.

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1f the points A, B ,C are non-collinearPoints, then how many circles.can be draw which passesthrough points A, B, and C​