The question was: If we use the Grip variable to predict the SIMS variable, how far, on average, would the predicted value be from the actual value?
Your Answer: 1.29474
Answer and explanation: Your answer is correct.
The Standard Error indicates how far off you would be, on average, if you were to use the independent variable to predict scores on the dependent variable. Therefore if we use the Grip variable to predict the SIMS variable, we see a standard error of 1.29474.
Regression Equation of GRIP predicting SIMS
Multiple R .63985 R Square .40940 Adjusted R Square .40533 Standard Error 1.29474 Analysis of Variance DF Sum of Squares Mean Square Regression 1 168.49674 168.49674 Residual 145 243.07060 1.67635 F = 100.51412 Signif F = .0000 ------------------ Variables in the Equation ------------------ Variable B SE B Beta T Sig T GRIP .045463 .004535 .639846 10.026 .0000 (Constant) -4.809675 .511141 -9.410 .0000 BACK