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Multiple Choice
A) Xi = Wi1 F1 + Wi2 F2 + Wi3 F3 + ... + Wim Fm
B) Fi = Wi1 X1 + Wi2 X2 + Wi3 Y3 + ... + Wik Yk
C) Fi = Wi1 X1 + Wi2 X2 + Wi3 X3 + ... + Wik Xk
D) Xi = Ai1 F1 + Ai2 F2 + Ai3 F3 + ... + Aim Fm
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Multiple Choice
A) based on the variables that load high on a factor
B) by plotting the variables using the factor loadings as coordinates
C) both A and B
D) none of the above
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Multiple Choice
A) the common factor
B) the number of common factors
C) a unique factor variable
D) the number of variables
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True/False
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True/False
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Multiple Choice
A) Factor scores
B) Correlation loadings
C) Factor loadings
D) Both A and B are correct
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True/False
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True/False
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True/False
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Multiple Choice
A) one
B) two
C) four
D) six
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Multiple Choice
A) In common factor analysis, estimates of factor scores are obtained, and there is no guarantee that factors will be uncorrelated with each other.
B) In principal components analysis it is possible to compute exact factor scores that are uncorrelated.
C) Factor scores can be used instead of the original variables in subsequent multivariate analysis.
D) All statements are correct.
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True/False
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Essay
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View Answer
Multiple Choice
A) varimax procedure
B) orthogonal procedure
C) KMO measure of sampling adequacy
D) interdependence technique
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Multiple Choice
A) Rotate the factors
B) Interpret the factors
C) Determine the number of factors
D) Determine the model fit
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Multiple Choice
A) determination based on significance tests
B) determination based on split- half reliability
C) a priori determination
D) determination based on scree plot
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Essay
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View Answer
True/False
Correct Answer
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True/False
Correct Answer
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