A study is conducted between high school students and college students to compare their proficiency at writing computer programs for microcomputers. For this study, the researchers wish to compare the mean time (in minutes) of high school students to write an error- free program (ux) with the mean time (in minutes) of college students to write an error-free program (µy). Data taken from two independent samples were summarized as follows: Statistics High school College Mean time 70 84 Standard deviation Sample size 10 12 10 10 Assuming normality of both populations, compute a 90% confidence interval estimate for µx

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
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Chapter10: Statistics
Section10.3: Measures Of Spread
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A study is conducted between high school students and college students to compare their proficiency at writing computer programs for
microcomputers. For this study, the researchers wish to compare the mean time (in minutes) of high school students to write an error-
free program (µx) with the mean time (in minutes) of college students to write an error-free program (µy). Data taken from two
independent samples were summarized as follows:
Statistics
High school College
Mean time
70
84
Standard deviation
10
12
Sample size
10
10
Assuming normality of both populations, compute a 90% confidence interval estimate for ux – µy.
Transcribed Image Text:A study is conducted between high school students and college students to compare their proficiency at writing computer programs for microcomputers. For this study, the researchers wish to compare the mean time (in minutes) of high school students to write an error- free program (µx) with the mean time (in minutes) of college students to write an error-free program (µy). Data taken from two independent samples were summarized as follows: Statistics High school College Mean time 70 84 Standard deviation 10 12 Sample size 10 10 Assuming normality of both populations, compute a 90% confidence interval estimate for ux – µy.
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