Moment generating function for binomial distribution Let X have the binomial distribution with probability distribution

Moment generating function for binomial distribution Let X have the binomial distribution with probability distribution Show that (a) M(t) = ( 1 − p + pet ) n for all t (b) E(X) = np and Var(X) = np ( 1 − p ) The Correct Answer and Explanation is : Let ( X )

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Continuing review of an approved and ongoing study posing more than minimal risk that was initially approved by a convened IRB

Continuing review of an approved and ongoing study posing more than minimal risk that was initially approved by a convened IRB: Must be conducted by a convened IRB. Is limited to review of unanticipated problems. Must occur within 12 months of the approval date. Is not required unless additional risks have been identified. The Correct

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