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Please see the attachment. Central Limit Theorem 4. Suppose that Xn's are independent and identically distributed binomial with common bias 1/3; i.e., P{Xn = 1}

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Central Limit Theorem 4. Suppose that Xn's are independent and identically distributed binomial with common bias 1/3; i.e., P{Xn = 1} = 1/3 = 1 ]P'{X = 0}. Let's scale and shift the X n 's to use the central limit theorem; what are m and b such that N 11? 2 {an + b} \"4\"\" N(0, 1) n=1

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