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Suppose X_n is a sequence of random variables with X n 1 . Assume X n 0 . true or false: E(|X_n|) -> 0. if
Suppose X_n is a sequence of random variables with Xn1.Assume Xn0. true or false: E(|X_n|) -> 0. if false, give a counterexample, if true, give an argument.
I think the hint here is to use
convergence in Lp implies convergence in probabilities.
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