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Background data: The Arbograss report confirmed that water usage of guest showers was also normally

distributed with a mean of 30 gallons and a standard deviation of 10 gallons.

Question: Suppose that Bates wants to collect his own data on water usage. He wants to

compute a 95% confidence interval of the form ± 1 gallon for the true mean water usage

of a shower. Assuming Arborgrass' estimate of standard deviation is accurate, how many

showers must Bates monitor in total to be able to compute such a confidence interval?

Please use excel to generate the answer. Please show the excel formulas and calculations used to get the answer.

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Answered by ashish1506sharma on coursehero.com

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