The time spent, in minutes, on physical activities per day was recorded for a sample of college students. The 90% and 99% confidence intervals for the mean time spent on physical activities are (56.226, 60.174) and (55.109, 61.291). Which of the following would be a 95% confidence interval calculated from the sample data used to create the confidence intervals above? (56.473, 59.927) O (55.648, 60.352) O(54.832, 61.568) (55.848, 60.552)

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter10: Statistics
Section10.4: Distributions Of Data
Problem 19PFA
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The time spent, in minutes, on physical activities per day was recorded for a sample of college students. The 90% and 99% confidence intervals for
the mean time spent on physical activities are (56.226, 60.174) and (55.109, 61.291). Which of the following would be a 95% confidence interval
calculated from the sample data used to create the confidence intervals above?
(56.473, 59.927)
(55.648, 60.352)
O(54.832, 61.568)
(55.848, 60.552)
Which of the following statements is NOT true with respect to the t distribution?
The exact shape of the t distribution depends on the number of degrees of freedom.
The t distribution is symmetrical.
The t distribution is less spread out than the standard normal distribution.
The t distribution is more spread out than the standard normal distribution.
Transcribed Image Text:The time spent, in minutes, on physical activities per day was recorded for a sample of college students. The 90% and 99% confidence intervals for the mean time spent on physical activities are (56.226, 60.174) and (55.109, 61.291). Which of the following would be a 95% confidence interval calculated from the sample data used to create the confidence intervals above? (56.473, 59.927) (55.648, 60.352) O(54.832, 61.568) (55.848, 60.552) Which of the following statements is NOT true with respect to the t distribution? The exact shape of the t distribution depends on the number of degrees of freedom. The t distribution is symmetrical. The t distribution is less spread out than the standard normal distribution. The t distribution is more spread out than the standard normal distribution.
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