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4.4.26 Suppose X a C in distribution, where C is a constant. Prove that X n > C in probability. (This proves that if X

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4.4.26 Suppose X\" a C in distribution, where C is a constant. Prove that X n > C in probability. (This proves that if X is constant, then the converse to Theorem 4.4.1 does hold, even though it does not hold for general X.)

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