An industrial process produces batches of a chemical whose impurity levels follow a normal distribution with standard
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An industrial process produces batches of a chemical whose impurity levels follow a normal distribution with standard deviation 1.6 grams per hundred grams of the chemical. A random sample of 100 batches is selected in order to estimate the population mean impurity level.
(a) The probability is .05 that the sample mean impurity level exceeds the population mean by how much?
(b) The probability is 10 that the sample mean impurity level is below the population mean by how much?
(c) The probability is .15 that the sample mean impurity level differs from the population mean by how much?
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