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Question 3:Let $₁,..., En be some i.i.d. random variables, and let N be some non-negative discrete random variable. Define: N X = Σ Ei i=1 Suppose all §;'s and N have moment generating functions Mg, Mn defined on a non-empty open set. Find the moment generating function of X in terms of MN, ME Question 4: Continuing from Question 3, find the distribution of X when N~ Geo(p) and 1. §; ~ Exp(\) 2. §i Geo(q) You may use any method as long as you believe it is correct.
Question 3:Let $₁,..., En be some i.i.d. random variables, and let N be some non-negative discrete random variable. Defi
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Question 3:Let $₁,..., En be some i.i.d. random variables, and let N be some non-negative discrete random variable. Defi
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