2. This problem uses the same data (listed below) College financial aid offices expect students to use summer earnings to help pay for college. But how large are these earnings? One college studied this question by asking a sample of students how much they earned. Omitting students who were not employed, 1296 responses were received. (dollar figures are expressed in thousands) Group n x Males 675 $18.85 $13.68 Females 621 $13.60 $10.37 Provide a 95% confidence interval for the difference between male and female students in the population based on the data in this sample. (HINT: you already calculated some of the numbers you need when you did Assignment #7). In words, interpret the meaning of the confidence interval.

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ISBN:9781119256830
Author:Amos Gilat
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2. This problem uses the same data (listed below)
College financial aid offices expect
students to use summer earnings to help pay for college. But
how large are these earnings? One college studied this
question by asking a sample of students how much they
earned. Omitting students who were not employed, 1296
responses were received. (dollar figures are expressed in
thousands)
Group n
Males 675 $18.85 $13.68
Females 621 $13.60 $10.37
Provide a 95% confidence interval for the difference between
male and female students in the population based on the data in
this sample. (HINT: you already calculated some of the numbers
you need when you did Assignment #7). In words, interpret the
meaning of the confidence interval.
Transcribed Image Text:2. This problem uses the same data (listed below) College financial aid offices expect students to use summer earnings to help pay for college. But how large are these earnings? One college studied this question by asking a sample of students how much they earned. Omitting students who were not employed, 1296 responses were received. (dollar figures are expressed in thousands) Group n Males 675 $18.85 $13.68 Females 621 $13.60 $10.37 Provide a 95% confidence interval for the difference between male and female students in the population based on the data in this sample. (HINT: you already calculated some of the numbers you need when you did Assignment #7). In words, interpret the meaning of the confidence interval.
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