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One more inch, three more pounds. Data on the average weight of men who are between 5 feet 2 inches and 6 feet 4 inches tall (rounded to the nearest inch) show a very high positive correlation. Would the correlation be greater, smaller, or about the same if you calculated the correlation between the weights of individual men and their heights (rounded to the nearest inch)? Explain your answer
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How many units of capacity should be built to minimize the total cost of providing capacity plus lost sales?
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If x is the sample mean time for a random sample of n = 9 students, where is the x distribution centered, and how much does it spread out about the center (as described by its standard deviation)?
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