You want to determine the optimal tutor-to-student ratio. Students seeking tutoring will be randomly assigned to one

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You want to determine the optimal tutor-to-student ratio. Students seeking tutoring will be randomly assigned to one of three groups: Group 1 will involve each tutor working with only one student; in Group 2, each tutor will work with two students; and in Group 3, each tutor will work with five students. At the end of the term, students will be asked to complete the Tutor Satisfaction Survey, which renders a score from 0 to 100, and the average number of homework errors or incomplete questions made over the course of the term.
Data set: Ch 07 – Exercise 01B.sav
Codebook
Variable: Group
Definition: Group number
Type: Categorical (1 = One-to-one, 2 = Two-to-one, 3 = Five-to-one)
Variable: TSS
Definition: Tutor Satisfaction Survey score
Type: Continuous (0 = Very unsatisfied . . . 100 = Very satisfied)

Variable: HW_errors
Definition: Number of homework errors or incomplete questions
Type: Continuous
a. Write the hypotheses.
b. Run each criterion of the pretest checklist (n quota, normality, moderate correlation, homogeneity of variance-covariance [Box’s M test], and homogeneity of variance [Levene’s test]) and discuss your findings.
c. Run the MANOVA test and document your findings (ns, means, and Sig. [p value], hypotheses resolution).

d. Write an abstract under 200 words detailing a summary of the study, the MANOVA test results, hypothesis resolution, and implications of your findings.

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