Question: (15 points) Let X = (X,X2,..., X) be a random sample from the distribution of a random variable X with a continuous unknown cdf

(15 points) Let X = (X,X2,..., X) be a random sample from the distribution of a random variable X with a continuous unknown cdf F(x), and let F(x) be the corresponding empirical distribution function (edf). (a) Compute Cov(F(x), F(y)). n (b) Show that for fixed x and y (x

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