Question: 25. Let X be a binomial random variable with the parameters (n, p). Prove that E(X2 ) = .n x=1 x2 ; n x <

25. Let X be a binomial random variable with the parameters (n, p). Prove that E(X2 ) = .n x=1 x2 ; n x < px (1 āˆ’ p)nāˆ’x = n2 p2 āˆ’ np2 + np.

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