What does the subtraction of essentially the same amount of variability due to individual differences from both the numerator and denominator of the F ratio causes?

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What does the subtraction of essentially the same amount of variability due to individual differences from both the numerator and denominator of the F ratio causes?

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The F-statistics is obtained through the division of treatment mean square MST and the error mean square MSE i.e, Statistics homework question answer, step 1, image 1

Both the F-ratio for repeated-measures ANOVA and independent-measures ANOVA are used compare the mean differences for more than two treatments but in case of repeated-measures study, same participants are used for all treatments while in case of independent-measures ANOVA, participants in each treatment are different.

The repeated‑measures design eliminates individual differences from the between‑treatments variability as the same subjects are used in every treatment condition.

 

 

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