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Author Question: In the one factor repeated measures ANOVA, the total sum of squares is calculated by adding the sums ... (Read 128 times)

dejastew

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on: Jun 19, 2018
In the one factor repeated measures ANOVA, the total sum of squares is calculated by adding the sums of squares for the _____sources of variance.
 
  a. between and within treatment c. within treatment and within error
  b. between and all within d. between and within error

Question 2

For a one factor repeated measures ANOVA, the effect size is calculated by comparing the _____.
 
  a. within subjects treatment variance to the total variance
  b. within subjects error variance to the total within subjects variance
  c. within subjects treatment variance to the within subjects error variance
  d. within subjects treatment variance to the between subjects variance


T4T

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Reply #1 on: Jun 19, 2018
Answer to Question 1

B
The total sums of squares equals the sum of all sums of squares between and within conditions. For the within sources of variance this includes two sources (the within variance due to the treatment and the within variance error).

Answer to Question 2

A
The correct ratio for calculating effect size for the one factor repeated measures ANOVA is to divide the within subjects treatment variance by the total variance.


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