lecture 13 Flashcards
(12 cards)
1
Q
factorial designs
A
- address research questions involving multiple “independent” variables that potentially work together
- can include independent variables and or participant variables = called factors
- simplest form is a 2X2 factorial design
ex) factor A= gender, factor B = turn taking hints
2
Q
2X2 factorial design example
A
- two levels of factor A
ex) gender: men and women - two levels of factor B
ex) implicit turn taking hints: provided or not - dependent variable
ex) # of conservation “switches”
3
Q
2X3 factorial design
A
- could have two independent variables with more than two levels
- each level of factor A has three levels of factor B
ex) type of phobia (2) and type of treatment (3)
4
Q
2X2X2 factorial design
A
- could have more than two independent variables, with two or more levels each
- each level of factor A has two levels of factor B
- at each level of factor A at each level of factor B also has two levels of factor C
5
Q
main effects
A
- the overall effect of each factor on the dependent variable
- differences between means on each individual factor
- we often say collapsing across the other factor
ex) gender and hit chat
6
Q
interactions
A
- the influence of one factor depends upon the level of the second factor
- we often say main effects are qualified by an interaction
ex) bar graphs
ex) line graphs- are lines parallel/do they cross
7
Q
factorial designs: between subjects
A
- between-subjects factorial designs
- all factors/IV’s in the design are between subjects
- often participant variables- age and gender
- sometimes used to avoid variability issues
ex) experimenter
8
Q
factorial designs: with-in subjects
A
- with-in subjects factorial designs
- all factors/ IV’s are with-in subjects
ex) type of music and type of stimulus - same benefits as less complicated designs
- 10 participants per condition = 10 participants
9
Q
factorial designs: mixed methods
A
- some factors are between subjects and some with-in subjects
ex) music and studying = can deal with some order effects
10
Q
quasi experimental as factorial designs
A
- many quasi-experimental strategies are factorial designs
- pre test post test non equivalent control group is 2X2 factorial design!
- time series designs are also factorial designs
11
Q
factorial designs-hypotheses
A
-what are the null and alternative hypotheses?
-there are multiple hypotheses, one for each potential effect
ex) 2X2 factorial design
Hypothesis 1:
Ho: No main effect of A
H1: Main effect of A
12
Q
statistical analysis
A
- Unlike a one-way ANOVA, which includes only one factor, factorial ANOVAS have multiple effects to be tested statistically
- main effects of each factor
- interactions