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7. [10 points] Suppose we compute the average of N random variables: 1 AN=E(X1+X2+'+XN), where X1,X2, . . . ,XN are independent Gaussian random variables,
7. [10 points] Suppose we compute the average of N random variables: 1 AN=E(X1+X2+\"'+XN), where X1,X2, . . . ,XN are independent Gaussian random variables, each with distribution N(0, 1). What is the smallest value of N such that P(AN g 1) 2 0.999
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