Multiple Choice
According to Cohen's conventions,an R2 of .14 would represent a
A) small effect
B) medium effect
C) large effect
D) none of the above,as there are no standards for interpreting R2
Correct Answer:
Verified
Correct Answer:
Verified
Q14: [(S<sup>2</sup><sub>Between</sub>)(df<sub>Between</sub>)]/[(S<sup>2</sup><sub>Between</sub>)(df<sub>Between</sub>)+ (S<sup>2</sup><sub>Within</sub>)(df<sub>Within</sub>)] =<br>A)R<sup>2</sup><br>B)F<br>C)f<br>D)t
Q15: In a one-way analysis of variance,when sample
Q16: The between-groups population variance estimate divided by
Q17: "S<sup>2</sup><sub>Within</sub>" equals<br>A)the sum of squares within each
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Q21: The results of an analysis of variance
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Q24: Because of the assumption that the population