Question

In: Statistics and Probability

` 5.Why do we need to calculate the subjects sum of squares separately from the within-groups...

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5.Why do we need to calculate the subjects sum of squares separately from the within-groups sum of squares?

Select one:

A. We want to remove the variability due to participant differences from our estimate of variability.

B. We want to remove the variability within groups.

C. We want to remove the variability between groups.

D. We want to remove Type I error.

6.

sing the source table provided, calculate the effect size for the interaction.

Table: Coffee and Sleep

Source

SS

df

MS

F

Gender

0.25

1

0.25

0.283

Cups of Coffee

81.556

2

40.778

46.18

Gender × Cups

2.667

2

1.33

1.51

Within

26.5

30

0.883

Total

110.972

35

Select one:

A. 0.091

B. 0.009

C. 0.755

D. 0.053

Compared to a one-way between-groups ANOVA, the effect size calculation for the one-way within-groups ANOVA differs in:

Select one:

8.A. Cohen's guidelines for interpreting the effect size values.

B. its ease of computation.

C. the content of the numerator.

D. that variability due to subjects is removed from total variability in the denominator.

9.

A related-samples t test is used when there are ________ groups, and a within-groups ANOVA is used when there are ________ groups.

Select one:

A. 1; 2

B. 1; 3

C. 2; 3

D. 3; 2

Solutions

Expert Solution

5.Why do we need to calculate the subjects sum of squares separately from the within-groups sum of squares?

A. We want to remove the variability due to participant differences from our estimate of variability.

6.seeing the source table provided, calculate the effect size for the interaction.

A. 0.091

Source SS or SSeffect df MS F SSeffect+Within SSeffect/(SSeffect+Within)
Gender 0.25 1 0.25 0.283 26.75 0.009
Cups of Coffee 81.556 2 40.778 46.18 108.056 0.755
Gender × Cups 2.667 2 1.33 1.51 29.167 0.091
Within 26.5 30 0.883
Total 110.972 35

8. Compared to a one-way between-groups ANOVA, the effect size calculation for the one-way within-groups ANOVA differs in:

D. that variability due to subjects is removed from total variability in the denominator.

9. A related-samples t test is used when there are ________ groups, and a within-groups ANOVA is used when there are ________ groups.

C. 2; 3


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