For the model given here, we have the p-value here as 0.5738. As the p-value here is very very high, therefore the test is not significant here and we cannot reject the null hypothesis here. Therefore we dont have sufficient evidence here that the regression model is significant here. The test shows the regression model at an overall level is not significant here.
Is this the best model? Least Squares Linear Regression of Rent Predictor Variables Constant Size Location...
how would I figure out the best regression model? Least Squares Linear Regression of Rent Predictor Variables Constant Size Location Coefficient 1260.79 0.08977 191.625 Std Error 455.277 0.42423 194.769 T 2.77 0.21 0.98 P 0.0080 0.8333 0.3302 VIF 0.0 1.0 1.0 Mean Square Error (MSE) Standard Deviation 458838 677.376 RS Adjusted R AICC PRESS 0.0234 -0.0182 657.62 2.38E+07 DF F 0.56 P 0.5738 2 Source Regression Residual Total MS 257878 458838 SS 515756 2.157E+07 2.208E+07 47 49 45 M M...
Is this the best model? Least Squares Linear Regression of Rent P Predictor Variables Constant Size Coefficient 1276.56 0.16486 Std Error 454.843 0.41717 T 2.81 0.40 0.0072 0.6945 Mean Square Error (MSE) Standard Deviation 458532 677.150 Adjusted Rs AICC PRESS 0.0032 -0.0175 656.27 2.34E+07 P DF 1 48 Source Regression Residual Total F 0.16 MS 71610.6 458532 0.6945 SS 71610.6 2.201E+07 2.208E+07 42 20.14 0.0006 Lack of Fit Pure Error 2.185E+07 155000 520346 25833.3 6 Cases Included 50 Missing Cases...
Least Squares Linear Regression of Rent Predictor Variables Constant Size Location X1X2 Coefficient 1532.52 -0.17545 -332.138 0.49286 Std Error 658.456 0.62872 931.704 0.85707 T 2.33 -0.28 -0.36 0.58 P 0.0244 0.7814 0.7231 0.5681 VIF 0.0 2.2 23.3 26.3 R2 Adjusted R2 AICC PRESS Mean Square Error (MSE) Standard Deviation 465466 682.251 0.0303 -0.0329 659.73 2.41E+07 F 0.48 Source Regression Residual Total P 0.6981 DF 3 46 49 MS 223225 465466 SS 669676 2.141E+07 2.208E+07 M Lack of Fit Pure Error...
Least Squares Linear Regression of Rent Predictor Variables Constant Size Coefficient 1276.56 0.16486 Std Error 454.843 0.41717 T 2.81 0.40 P 0.0072 0.6945 Mean Square Error (MSE) Standard Deviation 458532 677.150 R2 Adjusted R2 AICC PRESS 0.0032 -0.0175 656.27 2.34E+07 DF F 0.16 P 0.6945 1 Source Regression Residual Total MS 71610.6 458532 SS 71610.6 2.201E+07 2.208E+07 48 49 20.14 0.0006 Lack of Fit Pure Error 42 6 2.185E+07 155000 520346 25833.3 Cases Included 50 Missing Cases 0 7. Identify...
C. Interaction Test (8 points) - Fill in the following information for your test. Full Model: Reduced Model: Test: Ho: Ha: Test Statistic: P-value: Conclusion: Least Squares Linear Regression of Rent Predictor Variables Constant Size Location X1X2 Coefficient 1532.52 -0.17545 -332.138 0.49286 Std Error 658.456 0.62872 931.704 0.85707 T 2.33 -0.28 -0.36 0.58 P 0.0244 0.7814 0.7231 0.5681 VIF 0.0 2.2 23.3 26.3 Mean Square Error (MSE) Standard Deviation 465466 682.251 R2 Adjusted R AIS DPRESS 0.0303 -0.0329 659.73 2.41E+07...
5. Model Building: For the first three tests that you conducted (the Global F-test, the quadratics test, and the interaction test), provide the information that I ask for in the space below. In addition, for each test, include the printout used in the appropriate space. A.) Global F-test (6 points) Complete 2nd-Order Model: E(y) = β0 + β1x1 + β2x12 + β3x2 + β4x1x2 + β5x12x2 Fill in the following information for your test: Test: Ho:__________ Ha: __________ Test Statistic:...