As with the sum of squares,the degrees of freedom are additive,such that df_TOTAL = df_IV + df_{ACROSS SUBJECTS} + df_ERROR.

Name: As with the sum of squares,the degrees of freedom are additive,such that df TOTAL = df IV + df ACROSS SUBJECTS + df ERROR .
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This statement is true. The degrees of freedom for the total sum of squares in a two-way ANOVA is equal to the sum of the degrees of freedom for the independent variable, the across-subjects variable, and the error term.

As with the Sum of Squares,the Degrees of Freedom Are