Exam 12: Inference About Comparing Two Populat

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Starting Salary In testing the hypotheses Starting Salary In testing the hypotheses   vs.   , two random samples from two populations of college of business graduates majoring in global marketing and international business produced the following statistics regarding their starting salaries (in $1000s):   ,   ,   ,   ,   , and   . (Assume the salaries have normal distributions.){Starting Salary Narrative} What conclusion can we draw at the 5% significance level? vs. Starting Salary In testing the hypotheses   vs.   , two random samples from two populations of college of business graduates majoring in global marketing and international business produced the following statistics regarding their starting salaries (in $1000s):   ,   ,   ,   ,   , and   . (Assume the salaries have normal distributions.){Starting Salary Narrative} What conclusion can we draw at the 5% significance level? , two random samples from two populations of college of business graduates majoring in global marketing and international business produced the following statistics regarding their starting salaries (in $1000s): Starting Salary In testing the hypotheses   vs.   , two random samples from two populations of college of business graduates majoring in global marketing and international business produced the following statistics regarding their starting salaries (in $1000s):   ,   ,   ,   ,   , and   . (Assume the salaries have normal distributions.){Starting Salary Narrative} What conclusion can we draw at the 5% significance level? , Starting Salary In testing the hypotheses   vs.   , two random samples from two populations of college of business graduates majoring in global marketing and international business produced the following statistics regarding their starting salaries (in $1000s):   ,   ,   ,   ,   , and   . (Assume the salaries have normal distributions.){Starting Salary Narrative} What conclusion can we draw at the 5% significance level? , Starting Salary In testing the hypotheses   vs.   , two random samples from two populations of college of business graduates majoring in global marketing and international business produced the following statistics regarding their starting salaries (in $1000s):   ,   ,   ,   ,   , and   . (Assume the salaries have normal distributions.){Starting Salary Narrative} What conclusion can we draw at the 5% significance level? , Starting Salary In testing the hypotheses   vs.   , two random samples from two populations of college of business graduates majoring in global marketing and international business produced the following statistics regarding their starting salaries (in $1000s):   ,   ,   ,   ,   , and   . (Assume the salaries have normal distributions.){Starting Salary Narrative} What conclusion can we draw at the 5% significance level? , Starting Salary In testing the hypotheses   vs.   , two random samples from two populations of college of business graduates majoring in global marketing and international business produced the following statistics regarding their starting salaries (in $1000s):   ,   ,   ,   ,   , and   . (Assume the salaries have normal distributions.){Starting Salary Narrative} What conclusion can we draw at the 5% significance level? , and Starting Salary In testing the hypotheses   vs.   , two random samples from two populations of college of business graduates majoring in global marketing and international business produced the following statistics regarding their starting salaries (in $1000s):   ,   ,   ,   ,   , and   . (Assume the salaries have normal distributions.){Starting Salary Narrative} What conclusion can we draw at the 5% significance level? . (Assume the salaries have normal distributions.){Starting Salary Narrative} What conclusion can we draw at the 5% significance level?

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In testing for the differences between the means of two independent populations where the variances in each population are unknown but assumed equal, the degrees of freedom is:

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The expected value of The expected value of   is   . is The expected value of   is   . .

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Unless we can conclude that the population variances are equal, we cannot use the pooled variance estimate.

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Aptitude Test Scores Two random samples of 40 students were drawn independently from two populations of students. Assume their aptitude tests are normally distributed (total points = 100). The following statistics regarding their scores in an aptitude test were obtained: Aptitude Test Scores Two random samples of 40 students were drawn independently from two populations of students. Assume their aptitude tests are normally distributed (total points = 100). The following statistics regarding their scores in an aptitude test were obtained:   . {Aptitude Test  Scores Narrative} Explain how to use the 95% confidence interval to test the hypotheses at a = .05. . {Aptitude Test  Scores Narrative} Explain how to use the 95% confidence interval to test the hypotheses at a = .05.

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