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5. (15 points) The shopping times of n = 64 randomly selected customers at a local supermarket were recorded. The average and

6. (10 points) Let X1, X2, ..., Xn denote n independent and identically distributed Bernoulli random vari- ables s.t. P(X; =

7. (20 points) Show that if Yı, Y2, ... is a sequence of uncorrelated random variables, all having mean E(Y;) = u and varianc

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6. Solution → Xi Xiom Xn denotes n ii o Bernoullis Random Variables sit. P( Xi =1) = þ and f*t plXi = 0) = 1- for each. į =

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