Let X1, X2, Xo be independent Poisson random variable with mean 1. (i) Use the Markov inequality
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Let X1, X2, Xo be independent Poisson random variable with mean 1.
(i) Use the Markov inequality to get a bound on P(X, ++ X10 15]. (ii) Use the central limit theorem to approximate P(X + + X10 15].
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