In performing a one-way ANOVA for a completely randomized design,the between-groups sum of squares equals:
A)SST - SSE - SS(int)
B)SST - SS(1)- SSE
C)SST - SS(int)- SS (1)- SS(2)
D)SST - SS(1)- SS(2)
E)SST - SSE

Question

Quizplus · Accepted Answer

The between-groups sum of squares in a one-way ANOVA for a completely randomized design is calculated as the total sum of squares (SST) minus the sum of squares for error (SSE). This is because the total variation (SST) is partitioned into the variation due to the treatment (between-groups) and the error (within-groups). The other terms mentioned, such as SS(int), SS(1), and SS(2), are not standard terms for this calculation in the context of a one-way ANOVA.

In Performing a One-Way ANOVA for a Completely Randomized Design,the