Twenty different simple random samples each with n 50 are


For a new process with which the production personnel have little experience, neither the standard deviation nor the mean of the process is known.

Twenty different simple random samples, each with n = 50, are to be drawn from the process, and a 90% confidence interval for the mean is to be constructed for each sample.

What is the probability that at least 2 of the confidence intervals will not contain the population mean?

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Basic Statistics: Twenty different simple random samples each with n 50 are
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