Suppose that the amount of sleep college students get per night has a symmetric, bell shaped distribution with mean 6.9 hours and standard deviation of 1.7 hours. (a) Between what two amounts of sleep do the middle 68% of students get? (b) What value is the 97.5th percentile? (c) What percent of values fall between 6.9 hours and 10.3 hours? (d) Would three hours of sleep be an unusual amount? Explain.

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Suppose that the amount of sleep college students get per night has a symmetric, bell shaped
distribution with mean 6.9 hours and standard deviation of 1.7 hours.
(a) Between what two amounts of sleep do the middle 68% of students get?
(b) What value is the 97.5th percentile?
(c) What percent of values fall between 6.9 hours and 10.3 hours?
(d) Would three hours of sleep be an unusual amount? Explain.
Transcribed Image Text:Suppose that the amount of sleep college students get per night has a symmetric, bell shaped distribution with mean 6.9 hours and standard deviation of 1.7 hours. (a) Between what two amounts of sleep do the middle 68% of students get? (b) What value is the 97.5th percentile? (c) What percent of values fall between 6.9 hours and 10.3 hours? (d) Would three hours of sleep be an unusual amount? Explain.
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