2. Suppose a random sample of 52 National Football League players from Greensboro had an average weight of 252.5 pounds with a standard deviation of all players in the league being 31.1 pounds. Determine the 80% and 89% confidence intervals for this sample. 3. Assume a student from North Carolina A&T claims that the average time some horticultural products from North Carolina A&T State University Farm takes before they expire is reported to be 11 hours and that the standard deviation for one of the products is 30 minutes. A random sample of 50 of the same product had an average fresh life of 10.7 hours. Use the 90% confidence interval to test the student's claim.

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2. Suppose a random sample of 52 National Football League players from Greensboro had an
average weight of 252.5 pounds with a standard deviation of all players in the league being 31.1
pounds. Determine the 80% and 89% confidence intervals for this sample.
3. Assume a student from North Carolina A&T claims that the average time some horticultural
products from North Carolina A&T State University Farm takes before they expire is reported to
be 11 hours and that the standard deviation for one of the products is 30 minutes. A random
sample of 50 of the same product had an average fresh life of 10.7 hours. Use the 90% confidence
interval to test the student's claim.
Transcribed Image Text:2. Suppose a random sample of 52 National Football League players from Greensboro had an average weight of 252.5 pounds with a standard deviation of all players in the league being 31.1 pounds. Determine the 80% and 89% confidence intervals for this sample. 3. Assume a student from North Carolina A&T claims that the average time some horticultural products from North Carolina A&T State University Farm takes before they expire is reported to be 11 hours and that the standard deviation for one of the products is 30 minutes. A random sample of 50 of the same product had an average fresh life of 10.7 hours. Use the 90% confidence interval to test the student's claim.
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