The loadings don't give any clear picture. There are no sensible names.
Which variable has the lowest loading on all three components?
BMI
WT
AGE
HT
MCV
WBC
What do you think will happen if a fourth factor is extracted?
AGE will have a large loading on the fourth factor.
Impossible to say.
All of the variables will be loaded on a fourth factor.
Examine the scatter plot of factor scores (Factors 1 and 2). Which of the following best describes the patterns illustrated in this plot? The descriptions relate to the four quadrants: Upper Left, Upper Right, Lower Left, Lower Right (The boundaries are the means for the two factor scores).
Thin and 'large', mainly males Thin and 'small', mainly females Obese and 'small', mainly females Obese and large, mainly males
Thin and 'small', mainly females Obese and 'small', mainly females Thin and 'large', mainly males Obese and large, mainly males
Thin and 'large', mainly males Obese and large, mainly males Thin and 'small', mainly females Obese and 'small', mainly females
Thin and 'large', mainly females Obese and large, mainly females Thin and 'small', mainly males Obese and 'small', mainly males
Examine the communalities from the second analysis (4 factors extracted). How and why have they changed from the previous analysis?
There were no major changes.
Age has a much bigger communality.
All of the communalities have increased.
How much extra variation is retained when the fourth factor is extracted?
16.2%
88.9%
99.76%
18.51%
Has the amount of variation associated with the first three factors been affected by the extraction of the fourth factor?
No
Yes
Examine the pattern of rotated factor loadings. Identify, and name (if possible) the four factors.