Why is FA necessary? (FA Methods)
Identifies an underlying structure (factors) from a large set of correlated variables
What is a factor? (FA Methods)
A cluster of items that all measure the same idea
What assumptions are required for FA? (FA Methods)
How do you identify for normally distributed data? (FA Methods)
SD between .5 and 1.5
How do you identify the worst offenders in a data set? (FA Methods)
z-scores
What is expected of correlation of items? (FA Methods)
- Determinant to be above .00001
What does the Kaiser-Meyer-Olkin test measure? (FA Methods)
What does a Bartletts test show? (FA Methods)
- P is significant, then FA is appropriate
How do you report Kaiser-Mayer-Olkin results? (FA Methods)
KMO test is …
How do you report Bartlett’s test? (FA Methods)
Bartletts test is non/significant [x²(df)=…, p=…]
What is factor extraction? (FA Methods)
Deciding on how many factors best capture the data
What is an eigenvalue? (FA Methods)
What are the two rules for using an eigenvalue? (FA Methods)
1) When variables < 30 and all commonalities are > .7
2) When P’s > 250 and average commonality is ≥ .6
What is a commonality? (FA Methods)
The percent of variance in a variable explained by all of the factors together (values after extraction)
What should happen if the two criteria for eigenvalues is not met? (FA Methods)
Use a scree plot
When using a scree plot, what are you looking for? (FA Methods)
- Keep everything to the left of this point
What does rotation do? (FA Methods)
Optimises how the items load onto a factor (spreads variance evenly along factors)
What are the two types of rotation and when are they used? (FA Methods)
- Oblique (inter-correlated factors)