If you were to draw a circle through two points A and B and the center is closer to A than B, how would the radius compare to a circle where the center is equidistant?

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Edzy · Accepted Answer

The radius of the circle whose center is closer to A than B would be smaller than the radius of the circle where the center is equidistant from both points, as the radius is determined by the distance to the farther point.

If you were to draw a circle through two points A and B and the center is closer to A than B, how would the radius compare to a circle where the center is equidistant?

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