Below is the raw data for an experiment. Conduct the appropriate ANOVA hypothesis test with $\displaystyle \alpha$=0.01, calculating the appropriate bracketed terms, and filling in the source table.

If decimals exceed 3 places, round to 3 places.

Participant	Black	G1	G2	G3	White
A	4	5	5	1	6
B	4	2	3	4	6
C	2	6	3	4	1
D	5	3	6	2	4

$\displaystyle$ $\displaystyle {\left[{Y}\right]}$ =

 $\displaystyle {\left[{A}\right]}$  =

 $\displaystyle {\left[{S}\right]}$  =

 $\displaystyle {\left[{T}\right]}$  =

 

Source of Variation	SS	df	MS (S²)	F
Between Groups
Subjects
Error
Total

 $\displaystyle {F}_{\text{crit}}$  =

Based upon the results of your ANOVA, do you reject, or fail to reject the null hypothesis?

What is the effect size of this study?

$\displaystyle {R}^{{2}}$ =