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In a murder trial in Los Angeles, a shoe expert stated that the range of heights of men with a size 12 shoe is 71 inches to 76 inches. Suppose the heights of all men wearing size 12 shoes are normally distributed with a mean of 73.5 inches and a standard deviation of 1 inch. What is the probability that a randomly selected man who wears a size 12 shoe:
a. Has a height outside the range 71 inches to 76 inches?
b. Is 74 inches or taller?
c. Is shorter than 70.5 inches?
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Consider the Mali family farm data discussed in problem 8.28 (in Table 8.7 in the sixth edition) (page.479) Determine the value of the sample variance and the sample correlat
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Suppose the age of buyers were collected and the data follows the bell curve (a normal distribution). The buyers had an average age of 41 years and a standard deviation of 7.
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