The variability component in a one-way repeated ANOVA that differentiates it from the between-subjects design is the ______.
A)sum of squares IV
B)sum of squares total
C)sum of squares subjects
D)sum of squares error

Question

Quizplus · Accepted Answer

In a one-way repeated ANOVA, the variability component that differentiates it from a between-subjects design is the sum of squares subjects. This measures the variability between participants in the study who are exposed to multiple conditions. The sum of squares IV measures the variability due to the independent variable, the sum of squares total measures the total variability in the data, and the sum of squares error measures the variability due to random error or noise.

The Variability Component in a One-Way Repeated ANOVA That Differentiates