68 2. Want to test the claim that the mean height of people in a town is smaller than the known mean height. The standard deviation of the population is unknown. 3. Want to test the claim that the mean height of people in a town is smaller than the known mean height. The standard deviation of the population is assumed to be equal to the known standard deviation for the comparison population. 4. Want to approximate the mean height of people in a town. The standard deviation of the population is assumed to be equal to the known standard deviation for the comparison population. 5. Want to approximate the mean height of people in a town. The population standard deviation is unknown. 6. Want to test the claim that the proportion of people in a big city who voted for candidate A is different the proportion the media claimed it would be last night on the news. 1. 2. 3. 4. 5. 6. [Choose] [Choose ] [Choose] [Choose] [Choose ] [Choose ]

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter10: Statistics
Section10.6: Summarizing Categorical Data
Problem 42PFA
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Match the situation with the calculator command.
1. Want to approximate the value of the percent of the population that will vote for candidate A.
2. Want to test the claim that the mean height of people in a town is smaller than the known
mean height. The standard deviation of the population is unknown.
3. Want to test the claim that the mean height of people in a town is smaller than the known
mean height. The standard deviation of the population is assumed to be equal to the known
standard deviation for the comparison population.
4. Want to approximate the mean height of people in a town. The standard deviation of the
population is assumed to be equal to the known standard deviation for the comparison
population.
5. Want to approximate the mean height of people in a town. The population standard deviation is
unknown.
6. Want to test the claim that the proportion of people in a big city who voted for candidate A is
different the proportion the media claimed it would be last night on the news.
2.
3.
5.
[Choose ]
[Choose]
[Choose]
[Choose
[Choose]
[Choose.]
>
>
Transcribed Image Text:Home People Modules ASTC Announcements Chat Google Drive Collaborations Student Services Syllabus Grades NetTutor SCC Bookstore SCC Student Services Credentials Badges Zoom 68 Match the situation with the calculator command. 1. Want to approximate the value of the percent of the population that will vote for candidate A. 2. Want to test the claim that the mean height of people in a town is smaller than the known mean height. The standard deviation of the population is unknown. 3. Want to test the claim that the mean height of people in a town is smaller than the known mean height. The standard deviation of the population is assumed to be equal to the known standard deviation for the comparison population. 4. Want to approximate the mean height of people in a town. The standard deviation of the population is assumed to be equal to the known standard deviation for the comparison population. 5. Want to approximate the mean height of people in a town. The population standard deviation is unknown. 6. Want to test the claim that the proportion of people in a big city who voted for candidate A is different the proportion the media claimed it would be last night on the news. 2. 3. 5. [Choose ] [Choose] [Choose] [Choose [Choose] [Choose.] > >
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