Answer Happy

Considering the tables below, which of the following statements is justified? Analysis of variance (HINCP): Source DF Sum of squares Mean squares F Pr > F Model 6 1176082548659 196013758110 41 bound bound It! (95%) (95%) 0.00 47241.82 182505.5 114873.71 34449.01 3.33 Intercept BDSP -2.20 0.03 -43205.60-2461.30 -22833.45 10376.77 -19268.54 18526.61 MODEM - 1.04 1.39 16.47 5717.06 1.47 MRGP 22.86 BDSP*MODEM 8426.48 BDSP*MRGP 11.57 MODEM*MRGP -10.71 0.30-55640.82 17103.75 0.17-9.47 55.19 0.14 -2797.53 19650.48 0.00 5.23 17.90 0.12 -24.06 2.65 3.23 3.58 -1.57 6.80 While the overall model is "significant", some of the predictors/interactions are not. If we remove some of the predictors, the remaining values will all change. While the overall model is not "significant", some of the predictors/interactions are. If we remove some of the predictors, the remaining values will all change. While the overall model is "significant", some of the predictors/interactions are not. If we remove some of the predictors, the remaining values will all remain the same. While the overall model is not "significant", some of the predictors/interactions are. If we remove some of the predictors, the remaining values will all remain the same