For parts (5) - (14), refer to the following computer output generated from the sample data: Analysis of variance sum of Mean Source DE squares square F Value PP > F Model 1 628.96027 628.96027 9.16 0. 0105 Error 12 824. 25402 68 .68783 Corrected Total 13 1453 . 21429 Root MSE 8. 28781 R-Square 0. 4328 Dependent Mean . 64286 Adj R-5q 0.3855 Coeff var 9.34967 Parameter Estimates Parameter Standard Variable DF Estimate Error t Value pr > It| 95% Confidence Limits Intercept -14.37981 34.11759 -0. 42 8. 6809 -88 . 71565 59. 95602 SRB 8. 76924 8. 25421 3.03 8. 0105 0. 21537 1. 32311 Dependent Predicted Std Error Ohs Variable Value Mean Predict 95% CL Predict Residual 82. 6080 91.7747 2.4449 72.9478 110. 6017 -9.7747 91. 6080 85. 6209 2.4297 66.8032 104.4385 5.3791 100. 6080 89. 4670 2. 2317 70.7662 108.1678 10.5330 100. 6080 93. 3132 2.6997 74.3217 112.3047 6.6868 80. 0080 77.9285 4.1765 57.7076 98 . 1494 2. 0715 90. 0080 81.7747 3.1714 62. 4402 101.1092 8. 2253 80.6086 77.9285 4.1765 57.7076 98 .1494 2. 0715 80. 6080 85. 6209 2.4297 66. 8032 104.4385 -5. 6209 80. 6080 85. 6269 2.4297 66. 8032 164.4385 -5. 6209 98. 6080 96.3902 3.3854 76.8841 115. 8962 1. 6098 105. 6080 95. 6209 3.1975 76.2660 114.9758 9.3791 12 85.6080 93. 3132 2. 6997 74.3217 112.3047 -8. 3132 13 70. 6080 85. 6209 2. 4297 66. 8032 104.4385 -15. 6209 14 100. 0080 101. 0056 4.6473 80.3028 121.7083 -1. 0856 15 79.4678 3.7552 59.6423 99 . 291712. Suppose you were given the following table on the nal exam and asked to ll iuthe missing pieces labeled A G. Without looking at the given output on page (3), ll in the missing pieces. YOU WILL HAVE TO KNOW HOW TO DO THIS FOR THE FINAL!!! sum of Mean source DF Squares square F Value Pr > F m A 623.9682? E E 3.3135 Error' B I) F Corrected Total C 1453 .2142