Two-way mixed ANOVA FACTORIAL ANOVAs Flashcards
1
Q
two-way mixed ANOVA
A
- participants take part in all levels of one IV, but only one level of other IV
2
Q
mixed ANOVA SPSS data input
A
- every p gets own row
- between-subjects factor you need a column for grouping variable (levels in same column)
- for within-subjects factor you need a column for each IV level
3
Q
main effects - between-subjects IV
A
- check Levene’s significance for all levels of IV (if p>.05 we can assume homogeneity) (no fix for factorial designs)
- SPSS output from ‘tests of between subjects effects’
- if significant and more than 2 levels, post hoc / if not, no need for post hoc
4
Q
main effects - within-subjects IV
A
- no need to check Mauchly’s if only 2 levels, check if more
- SPSS output from ‘tests of within subjects effects’
- if significant only post hoc if more than 2 levels
5
Q
main effects notes
A
- read primary IV output first, then secondary IV after
6
Q
interaction in mixed ANOVA
A
- does primary IV depend on secondary IV
- remind yourself which IV is within vs between
- for INTERACTION check ‘WITHIN subjects effects’
- for residual variance d.f. use error for main IV as no interaction error in ‘within-subjects effects’ is provided
7
Q
interaction error in mixed ANOVA
A
because there is a between-subjects element we cannot remove the individual differences from the interaction error term
… therefore we use ‘within’ subjects error and interaction
8
Q
partial eta squared
A
for interaction is also from within subjects effects
- between subjects from between subjects effects
- within subjects from within subjects effects
9
Q
profile plots and simple effects for interaction in mixed ANOVA
A
- if interaction is significant, check profile plot for directionality and conduct t-tests
- simple effects are used to compare the n levels of main iv separately for each level of secondary IV
- if main/primary IV is between, use independent t-tests BUT if main IV is within use paired
- remember to report Cohen’s d for each t-test even if not significant