20. The lifetimes of refrigerators are normally distributed, and it turns out that a refrigerator that lasts 17 years corresponds to z = 1.20. Note that you're not being told the mean and standard deviation because the z-score is given to you right there, so you can skip that step. Use the standard normal distribution chart to answer these questions. a) If you buy a refrigerator randomly, what is the probability that it will last 17 years or fewer? b) What is the probability that a random refrigerator will last 17 years or more? c) There are 150 million refrigerators in the U.S. How many are expected to last 17 years or more?

MATLAB: An Introduction with Applications
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Author:Amos Gilat
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20. The lifetimes of refrigerators are normally distributed, and it turns out that a refrigerator that lasts 17
years corresponds to z = 1.20. Note that you're not being told the mean and standard deviation because
the z-score is given to you right there, so you can skip that step. Use the standard normal distribution chart
to answer these questions.
a) If you buy a refrigerator randomly, what is the probability that it will last 17 years or fewer?
b) What is the probability that a random refrigerator will last 17 years or more?
c) There are 150 million refrigerators in the U.S. How many are expected to last 17 years or more?
Transcribed Image Text:20. The lifetimes of refrigerators are normally distributed, and it turns out that a refrigerator that lasts 17 years corresponds to z = 1.20. Note that you're not being told the mean and standard deviation because the z-score is given to you right there, so you can skip that step. Use the standard normal distribution chart to answer these questions. a) If you buy a refrigerator randomly, what is the probability that it will last 17 years or fewer? b) What is the probability that a random refrigerator will last 17 years or more? c) There are 150 million refrigerators in the U.S. How many are expected to last 17 years or more?
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