Question: Given the normally distributed random variable X with mean 100 and standard deviation 15, find the numerical value of k such that: (a) P(X k)

Given the normally distributed random variable X with mean 100 and standard deviation 15, find the numerical value of k such that: (a) P(X k) = .0094 (b) P(X k) = .1093 (c) P(100

(a) P(X k) = .0094 (b) P(X k) = .1093 (c) P(100 X k) = .4778 (d) P(k' X k) = .9660, where k' and k are equidistant from

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