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Suppose X is a continuous random variable with mean 1 and variance 4, Y is a standard normal random variable, that is YN(0,1). Assume X

Suppose X is a continuous random variable with mean 1 and variance 4, Y is a standard normal random variable, that is YN(0,1). Assume X and Y are independent. What is the mathematical expectation of X Exp(Y)? Round your answer to 2 digits.

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