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vrbryant

Ever thus to ____ers
Staff member
Solve this!

National Car Rental Systems, Inc., commissioned the United States Automobile Club (USAC) to conduct a survey of the general condition of the cars rented to the public by Hertz, Avis, National, and Budget Rent-a-Car. USAC officials evaluate each company’s cars using a demerit point system. Each car starts with a perfect score of 0 points and incurs demerit points for each discrepancy noted by the inspectors. One measure of the overall condition of a company’s cars is the mean of all scores received by the company (i.e., the company’s fleet mean score). To estimate the fleet mean score of each rental car company, 10 major airports were randomly selected, and 10 cars from each company were randomly rented for inspection from each airport by USAC officials (i.e., a sample size of size n=100 cars from each company’s fleet was drawn and inspected).

If mu=30 and sigma=60, what is the probability a sample mean will be 45 or larger?
 
Solve this!

National Car Rental Systems, Inc., commissioned the United States Automobile Club (USAC) to conduct a survey of the general condition of the cars rented to the public by Hertz, Avis, National, and Budget Rent-a-Car. USAC officials evaluate each company’s cars using a demerit point system. Each car starts with a perfect score of 0 points and incurs demerit points for each discrepancy noted by the inspectors. One measure of the overall condition of a company’s cars is the mean of all scores received by the company (i.e., the company’s fleet mean score). To estimate the fleet mean score of each rental car company, 10 major airports were randomly selected, and 10 cars from each company were randomly rented for inspection from each airport by USAC officials (i.e., a sample size of size n=100 cars from each company’s fleet was drawn and inspected).

If mu=30 and sigma=60, what is the probability a sample mean will be 45 or larger?

mu being the mean and sigma being the standard deviation?
 
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vrbryant said:
Solve this!

National Car Rental Systems, Inc., commissioned the United States Automobile Club (USAC) to conduct a survey of the general condition of the cars rented to the public by Hertz, Avis, National, and Budget Rent-a-Car. USAC officials evaluate each company’s cars using a demerit point system. Each car starts with a perfect score of 0 points and incurs demerit points for each discrepancy noted by the inspectors. One measure of the overall condition of a company’s cars is the mean of all scores received by the company (i.e., the company’s fleet mean score). To estimate the fleet mean score of each rental car company, 10 major airports were randomly selected, and 10 cars from each company were randomly rented for inspection from each airport by USAC officials (i.e., a sample size of size n=100 cars from each company’s fleet was drawn and inspected).

If mu=30 and sigma=60, what is the probability a sample mean will be 45 or larger?
jesus is the answer.
 
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