In two-way ANOVA, ΣS_total is partitioned into ΣS_rows , ΣS_within-cells , ΣS_columns and ΣS_interaction .

Question

Quizplus · Accepted Answer

This statement accurately describes the partitioning of ΣS_total in two-way ANOVA. The total sum of squares is decomposed into three sources of variation: sum of squares for the rows, sum of squares for the columns, and sum of squares for the interaction between rows and columns. The remaining variation is attributed to the error term (within-cells sum of squares).

In Two-Way ANOVA, ΣStotal Is Partitioned into ΣSrows , ΣSwithin-Cells

In Two-Way ANOVA, ΣS_total Is Partitioned into ΣS_rows , ΣS_within-Cells