Let X have a binomial distribution, X~ Binomial (n, p). (a) Compute Var(Xex). (b) Compute E 1 X + 1 = - 1 − (1 − p)n+1 (n + 1)p

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Let X have a binomial distribution, X ~ Binomial(n,p).
(a) Compute Var(Xex).
(b) Compute
Ε
E[X²+1] =
=
1 − (1 − p)n+1
(n+1)p
Transcribed Image Text:Let X have a binomial distribution, X ~ Binomial(n,p). (a) Compute Var(Xex). (b) Compute Ε E[X²+1] = = 1 − (1 − p)n+1 (n+1)p
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