Question: Let the random variable Z n have a Poisson distribution with parameter = n. Show that the limiting distribution of the random variable Y
Let the random variable Zn have a Poisson distribution with parameter μ = n. Show that the limiting distribution of the random variable Yn = (Zn−n)/√n is normal with mean zero and variance 1.
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Proof that the limiting distribution of the random variable Yn Znnn is normal with mean zero and var... View full answer
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