You want to determine the optimal tutor-to-student ratio. Students seeking tutoring will be randomly assigned to one
Question:
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.
Data set: Ch 05 – Exercise 01B.sav
Codebook
Variable: Group
Definition: Group number (1 = One-to-one, 2 = Two-to one, 3 = Five-to-one)
Type: Categorical
Variable: TSS
Definition: Tutor Satisfaction Survey score (0 = Very unsatisfied . . . 100 = Very satisfied)
Type: Continuous
a. Write the hypotheses.
b. Run each criterion of the pretest checklist (normality, homogeneity of variance, and n) and discuss your findings.
c. Run the ANOVA 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 ANOVA test results, hypothesis resolution, and implications of your findings.
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