If a point is selected at random in the interior of a circle, find the probability that the point is closer to the center than to the circle.

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asked Aug 17, 2017 205k views

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James Beilby · Answer 1 · 2017-08-20T16:43:05+0000

if a point is selected randomly in the interior of a circle, the probability that the point is closer to the center than to the circle would be probably located at the area where the inner circle is or will be found.

If a point is selected at random in the interior of a circle, find the probability that the point is closer to the center than to the circle.

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