Let x and y be independent random variables with uniform

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Let X and Y be independent random variables with uniform density functions on [0,1]. Find:

a. E(abs(X-Y))

b. E(max(X,Y))

c. E(min(X,Y))

d. E(X^2 + Y^2)

e. E((X+Y)^2)

Reference no: EM13623515

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