Mean of a random sample of size

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1. Let Y be x2(n). What is the limiting distribution of Z = ft - Jr,1

2. Let i be the mean of a random sample of size n from a Poisson distribution with parameter µ. Find the function Y = u( X) so that Y has an approximate normal distribution with mean u(µ) and variance that is free of µ.

Reference no: EM13993215

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