Question
Assume that X and Y are two independent random variables, from the uniform distribution over (0,1), a) Find Cov(X,Y) b) Find E(X,Y) and Var(X,Y) c)
Assume that X and Y are two independent random variables, from the uniform distribution over (0,1),
a) Find Cov(X,Y)
b) Find E(X,Y) and Var(X,Y)
c) Prove that the twp random variables X-Y and X+Y are not independent
Please do a,b and c
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Prealgebra
Authors: Marvin L Bittinger, David J Ellenbogen, Barbara L Johnson
7th Edition
032164008X, 9780134347202
