To calculate the sum of squares for a treatment effect in the analysis of variance, we would work with
A) the squares of the differences between the treatment means and the grand mean.
B) the variance within the treatments.
C) the number of samples.
D) both a and b
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Q14: Use the following research scenario to answer
Q15: A factorial analysis of variance has
A) more
Q16: In the text the Eysenck study of
Q17: Use the following ANOVA summary table to
Q18: Use the following research scenario to answer
Q20: Use the following ANOVA summary table to
Q21: In the factorial design analyses discussed in
Q22: To calculate the magnitude of effect estimates
Q23: Which of the following is NOT true
Q24: In the three graphs below, which one
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