Exam 8: Estimating Single Population Parameters

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The procurement manager for a large company wishes to estimate the proportion of parts from a supplier that are defective.She has selected a random sample of n = 200 incoming parts and has found 11 to be defective.Based on a 95 percent confidence level,the upper and lower limits for the confidence interval estimate are approximately 0.0234 to 0.0866.

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If a pilot sample of n = 40 items has been used as a first step in determining a required sample size of n = 360,the decision maker can go ahead and use these 40 and take a sample of only 320 more items.

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The U.S.Post Office is interested in estimating the mean weight of packages shipped using the overnight service.They plan to sample 300 packages.A pilot sample taken last year showed that the standard deviation in weight was about 0.15 pounds.If they are interested in an estimate that has 95 percent confidence,what margin of error can they expect?

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If we are interested in estimating the population mean based on a sample from a population for which we know neither the mean nor the standard deviation,the critical value will be a t value from the t-distribution.

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A random sample of 100 people was selected from a population of customers at a local bank.The mean age of these customers was 40.If the population standard deviation is thought to be 5 years,the margin of error for a 95 percent confidence interval estimate is .98 years.

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