If none of the data points for a multiple regression model with two independent variables were on the regression plane, then the multiple coefficient of determination would be:

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If none of the data points for a multiple regression model with two independent variables were on the regression plane, then the multiple coefficient of determination would be:
A. any number between -1 and 1, inclusive
B. 1.0
C. any number greater than or equal to zero but smaller than 1
D. -1.0

The multiple coefficient of determination is defined as:
A. 1−(MSE/MSR)1−(MSE/MSR)
B. 1−(SSE/SST)1−(SSE/SST)
C. MSE/MSRMSE/MSR
D. SSE/SSTSSE/SST

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