Question: Q/ On the interval [1, 0] n points are randomly selected with uniform and independent distribution. We show the closest distance of this 11 point

 Q/ On the interval [1, 0] n points are randomly selected

with uniform and independent distribution. We show the closest distance of this

Q/ On the interval [1, 0] n points are randomly selected with uniform and independent distribution. We show the closest distance of this 11 point to the origin with the random variable X, and the distance of the farthest of these 11 points to the origin with the random variable Y. A. Calculate the distribution function X, i.e. Fx (X). B. Calculate the distribution function Y, i.e. FY (y). C. Calculate the common distribution mction X, Y, FX'Y(X, y)

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