Suppose that a random variable X has a normal distribution
Chapter 8, Problem 1(choose chapter or problem)
Suppose that a random variable X has a normal distribution for which the mean is unknown ( << ) and the variance 2 is known. Let f (x|) denote the p.d.f. of X, and let f (x|) and f (x|) denote the first and second partial derivatives with respect to . Show that f (x|) dx
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