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Let X1,X2, be a sequence of independent random variables with E(Xi) = p and Var(Xi) = 01-2. Show that if- L1 01-2 > 0, then

Let X1,X2, be a sequence of independent random variables with E(Xi) = p and Var(Xi) = 01-2. Show that if- L1 01-2 > 0, then in > y in probability

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