## Question

###### For each n > 1 let Xngeometric random variable with parameter A/n.Derive the cumulative distribution function F of Xn Find the mean E[X,] and the variance V(X,) of X, For every 2 0, show that; lim P(X, < nt) = 1 - 2 4 ACoc

For each n > 1 let Xn geometric random variable with parameter A/n. Derive the cumulative distribution function F of Xn Find the mean E[X,] and the variance V(X,) of X, For every 2 0, show that; lim P(X, < nt) = 1 - 2 4 ACoc

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