Let X1, ,Xn be a random sample from EXP() distribution (i) Find an exact 100(1) confidence interval for 1 (ii) Assuming that you have m such intervals, each based on a random sample of the same size n, find the probability that at least k of them (k

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Question: Let X1, ...,Xn be a random sample from EXP() distribution. (i) Find an exact 100(1)% confidence interval for = 1/. (ii) Assuming that you

Let X1, ...,Xn be a random sample from EXP(λ) distribution. (i) Find an exact 100(1−α)% confidence interval for θ = 1/λ. (ii) Assuming that you have m such intervals, each based on a random sample of the same size n, find the probability that at least k of them (k

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