There is a point inside a circle. What is the probability that this point is close to the circumference than to the centre ?

A point is selected at random from inside a circle. The probability that the point is closer to the circumference of the circle than to its centre, is

A point is selected at random from inside a circle. The probability that the point is closer to the circumference of the circle than to its centre, is

A point is chosen at random inside a circle. Find the probability that the point is closer to the centre of the circle than to its circumference.

A point is selected at random from the interior of a circle.The probability that the point is closer to the centre than the boundary of the circle is

A point is selected at random from the interior of a circle. The probability that the point is closer to the centre than the boundary of the circle is

The locus of points inside a circle and equidistant from two fixed points on the circumference of the circle.