The ANOVA test performed for determined that not all mean commute times across the four cities are equal. However, it did not indicate which means differed. To find out which population means differ requires further analysis of the direction and the statistical significance of the difference between paired population means. Fisher 95% confidence intervals are shown below. Lower Upper Fisher’s 95% confidence intervals Houston – Charlotte 17.92 57.08 Houston – Tucson 29.75 68.91 Houston – Akron 43.75 82.91 Charlotte – Tucson –7.75 31.41 Charlotte – Akron 6.25 45.41 Tucson - Akron –5.58 33.58 Which of the following is the tα/2,nT−ctα/2,nT⁢− c value used to calculate the Fisher’s 95% confidence intervals? A. 1.725 B. 2.086 C. 2.080 D. 2.090

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The ANOVA test performed for determined that not all mean commute times across the four cities are equal. However, it did not indicate which means differed. To find out which population means differ requires further analysis of the direction and the statistical significance of the difference between paired population means. Fisher 95% confidence intervals are shown below.
 

  Lower Upper
Fisher’s 95% confidence intervals Houston – Charlotte 17.92 57.08
Houston – Tucson 29.75 68.91
Houston – Akron 43.75 82.91
Charlotte – Tucson –7.75 31.41
Charlotte – Akron 6.25 45.41
Tucson - Akron –5.58 33.58

Which of the following is the tα/2,nT−ctα/2,nT⁢− c value used to calculate the Fisher’s 95% confidence intervals?

A. 1.725

B. 2.086

C. 2.080

D. 2.090

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