Because a MANOVA works on the basis of using several values to assess statistical significance it achieves this by converting dependent variables (e.g. trait and state anxiety) into underlying dimensions (i.e. discriminant function). What are the linear combinations of the dependent variables known as? (You may select more than one option.)
A) Variates
B) Factors
C) Eigenvectors
D) Vectors

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The Answer of Because a MANOVA works on the basis of using several values to assess statistical significance it achieves this by converting dependent variables (e.g. trait and state anxiety) into underlying dimensions (i.e. discriminant function). What are the linear combinations of the dependent variables known as? (You may select more than one option.)
A) Variates
B) Factors
C) Eigenvectors
D) Vectors

Because a MANOVA Works on the Basis of Using Several