Suppose x is a gaussian 1 1 random variable and k is an


Suppose X is a Gaussian (1, 1) random variable and K is an independent discrete random variable with PMF

Let X1, X2,... denote a sequence of iid random variables each with the same distribution as X.

(a) What is the MGF of K?

(b) What is the MGF of R = X1 +···+ XK? Note that R = 0 if K = 0.

(c) Find E[R] and Var[R].

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Basic Statistics: Suppose x is a gaussian 1 1 random variable and k is an
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