Observe convergence of the sample mean

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Reference no: EM131084083

In terms of parameter a, random variable X has CDF

(a) Show that E[X] = a by showing that E[X - (a - 2)] = 2.

(b) Generate m = 100 traces of the sample mean M_n(X) of length n = 1000. Do you observe convergence of the sample mean to E[X] = a?

Reference no: EM131084083

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Observe convergence of the sample mean : (a) Show that E[X] = a by showing that E[X - (a - 2)] = 2. (b) Generate m = 100 traces of the sample mean Mn(X) of length n = 1000. Do you observe convergence of the sample mean to E[X] = a?

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