For an analysis of variance comparing four treatment $M S _ { \text {between } }$ = 12.What is the value of $S S _ { \text {between } }$
A)3
B)4
C)36
D)48

Question

Quizplus · Accepted Answer

The formula for calculating $S S _ { \text {between } }$ is $S S _ { \text {between } } = M S _ { \text {between } } \times (n-1)$, where n is the number of groups being compared. Plugging in the given values, we get $S S _ { \text {between } } = 12 \times (4-1) = 36$. Therefore, the answer is choice C.

For an Analysis of Variance Comparing Four Treatment MSbetween M S _ { \text {between } }MSbetween ​

For an Analysis of Variance Comparing Four Treatment $M S _ { \text {between } }$