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Find the Expected Value and Variance for the Random Variable f(x)=exf ( x ) = e ^ { x }

question 45

Short Answer

Find the expected value and variance for the random variable whose probability density function is f(x)=exf ( x ) = e ^ { x } x0x \leq 0 (You may use the fact that limb\lim _ { b \rightarrow \infty } bebb e^{b} = 0 .)Enter just two integers (unlabeled) in the order E(X), Var(X) separated by a comma.


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