Here is a circle with radius R. Its is known that any random point in a circle has distribution $f(r)=\dfrac{2r}{R^2}$. I want to know the distance between any chosen point on the circle and a fixed point (x2,y2) on the circle. Any help?
2026-03-29 15:14:50.1774797290
Finding distance distribution between a random point and a known point in a circle
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