Multiple Choice
The function of the sum of squares subjects is to remove variability due to _____ from the dependent variable so that a more sensitive test of the relationship between the independent and dependent variables can be performed.
A) treatment effects
B) individual differences
C) group differences
D) none of these
Correct Answer:
Verified
Correct Answer:
Verified
Q2: Eta<sup>2</sup> reflects the proportion of variance in
Q3: Describe an alternative to counterbalancing as a
Q4: A biopsychologist is interested in studying the
Q5: ÓX<sup>2</sup> = 704 (ÓX)<sup>2 </sup>= 8464 ÓT<sub>j</sub><sup>2
Q6: The usual assumption that the sample is
Q7: In the one-way repeated measures analysis of
Q8: In the summary table of a one-way
Q9: The null hypothesis of a one-way repeated
Q10: The one-way repeated measures analysis of variance
Q11: For sample sizes larger than _,the Type