a) a randomly selected vehicle was driven more than 15,000 miles; b) of five randomly selected vehicles, two were driven less than 13,500 miles and three at least 13,500 miles. c) a randomly selected vehicle was driven at most 11,500 miles or more than 13,000 miles.

MATLAB: An Introduction with Applications
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Author:Amos Gilat
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Chapter1: Starting With Matlab
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Problem 2
The mean number of miles driven per vehicle annually in the United States is 12,494 miles.
Assume the annual mileage is normally distributed with a standard deviation of 1290 miles. Find
the probability that:
a) a randomly selected vehicle was driven more than 15,000 miles;
b) of five randomly selected vehicles, two were driven less than 13,500 miles and three at least
13,500 miles.
c) a randomly selected vehicle was driven at most 11,500 miles or more than 13,000 miles.
Transcribed Image Text:Problem 2 The mean number of miles driven per vehicle annually in the United States is 12,494 miles. Assume the annual mileage is normally distributed with a standard deviation of 1290 miles. Find the probability that: a) a randomly selected vehicle was driven more than 15,000 miles; b) of five randomly selected vehicles, two were driven less than 13,500 miles and three at least 13,500 miles. c) a randomly selected vehicle was driven at most 11,500 miles or more than 13,000 miles.
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