Let Yn be a binomial random variable with n trials and with success probability p
Chapter 7, Problem 7.104(choose chapter or problem)
Let Yn be a binomial random variable with n trials and with success probability p. Suppose that n tends to infinity and p tends to zero in such a way that np remains fixed at np = . Use the result in Theorem 7.5 to prove that the distribution of Yn converges to a Poisson distribution with mean .
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