10. The average number of minutes per week that teenagers spend reading books is 170.0. Assume the standard deviation is 52.5 minutes. A random sample of 64 teenagers is taken. Find the probability that the mean number of minutes teenagers in this sample spend reading books is between 165.0 and 175.0.

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8. A survey determines that six out of every ten Niceville residents shop at Walmart. In a group of 15
randomly selected Nicevillians, find the probability that at least thirteen of them shop at Walmart.
9. A medical journal reports that the likelihood of having a headache during any single week is 0.035.
Find the probability of having at least one headache during a year (52 weeks).
10. The average number of minutes per week that teenagers spend reading books is 170.0. Assume the
standard deviation is 52.5 minutes. A random sample of 64 teenagers is taken. Find the probability
that the mean number of minutes teenagers in this sample spend reading books is between 165.0 and
175.0.
11. A random sample of 30 four-member families visiting Disneyworld was selected, and the average
amount spent by these families on their Disneyworld visit was $825.75. The population standard
deviation is $98.25. Find the 90% confidence interval for the true population mean. Express the
interval endpoints to the nearest cent.
Transcribed Image Text:8. A survey determines that six out of every ten Niceville residents shop at Walmart. In a group of 15 randomly selected Nicevillians, find the probability that at least thirteen of them shop at Walmart. 9. A medical journal reports that the likelihood of having a headache during any single week is 0.035. Find the probability of having at least one headache during a year (52 weeks). 10. The average number of minutes per week that teenagers spend reading books is 170.0. Assume the standard deviation is 52.5 minutes. A random sample of 64 teenagers is taken. Find the probability that the mean number of minutes teenagers in this sample spend reading books is between 165.0 and 175.0. 11. A random sample of 30 four-member families visiting Disneyworld was selected, and the average amount spent by these families on their Disneyworld visit was $825.75. The population standard deviation is $98.25. Find the 90% confidence interval for the true population mean. Express the interval endpoints to the nearest cent.
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