To determine vehicle safety, cars are crash tested under a variety of conditions that simulate typical collisions. A random sample of 35 crash-tested vehicles of a particular model had a mean repair cost of $17,018 with a standard deviation of $6,378. (a) Why is it safe to say that the sampling distribution is approximately normal? (b) Find a 90% confidence interval for the mean repair cost of all crash-tested vehicles of that model. Round E to two decimal places. Lower Bound: _______________ Upper Bound: _________________ (c) Based on this interval, do you think the mean repair cost of all crash-tested vehicles of that model could be more than $19,000? Explain

MATLAB: An Introduction with Applications
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4. To determine vehicle safety, cars are crash tested under a variety of conditions that simulate typical collisions. A random sample of 35 crash-tested vehicles of a particular model had a mean repair cost of $17,018 with a standard deviation of $6,378. (a) Why is it safe to say that the sampling distribution is approximately normal? (b) Find a 90% confidence interval for the mean repair cost of all crash-tested vehicles of that model. Round E to two decimal places. Lower Bound: _______________ Upper Bound: _________________ (c) Based on this interval, do you think the mean repair cost of all crash-tested vehicles of that model could be more than $19,000? Explain.
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