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J 1 (2.2) Let (X,)n>1 be a sequence of random variables defined on the probability space ([0, 1], B([0, 1]), A) as follows n if
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(2.2) Let (X,)n>1 be a sequence of random variables defined on the probability space ([0, 1], B([0, 1]), A) as follows n if we [0, !) Xn(W) = if we [k , 1] for n > 1. Examine whether the dominated convergence theorem is applicable to (X)>1 and explain yourStep by Step Solution
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