Please help with explanations. I tried with Pr(U=U) = 1-Pr(U<u) and similarly for V but i am getting the wrong answer. The entity X is a discrete random variable with the following distribution X: 0 1 2 3 Pr: 0.4 0.3 0.3 0.1 Let X1,X2,..,Xn be n independent copies of X. let U = min{Xi} and V=max{Xi}. a. Obtain the distribution and its limiting distribution as n->∞ for U b. Obtain the distribution and its limiting distribution as n->∞ for V c. Obtain the joint distribution of U and V and its limiting distribution as n->∞ for U and V d. Calculate the correlation coefficient of U and V when n=2
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