[Solution] In a study in which the number of levels in a factor (k)=3, number of scores in each sample (n)= 21, sample mean of x 1 =45.3, sample mean
Question: In a study in which the number of levels in a factor ( k )=3, number of scores in each sample (n)= 21, sample mean of x 1 =45.3, sample mean of x 2 =16.9, sample mean of x 3 =8.2, you compute the following sums of squares:
| Source | Sum of Squares | df | Mean Square | F |
| Between | 147.32 | |||
| Within | 862.99 | |||
| Total | 1010.31 |
- Complete the ANOVA summary table
- With the theoretical probability of a type 1 error=.05, what do you conclude about obtained value from F-ratio (F obt )?
- Report your results in the correct format
- Perform the appropriate post hoc comparisons. What do you conclude about this relationship?
- What is the effect size in this study, and what does this tell you about the influence of the independent variable?
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