Question 1020 pts Following is a Sensitivity Analysis for the cost of producing 3 models of a product: Variable Cells Model variable Name Final Value Reduced Cost Objective Coefficient Allowable increase Allowable decrease X1 Econ.omy 80 0 65 12 15 X2 Standard 120 0 100 31 8 X3 Deluxe 0 10 116 24 IE+30 Constraints Constraint Name Final value Shadow price Constraint R.H. side Allowable increase Allowable Decrease 1 Fan motors 200 31 200 80 40 2 Cooling coils 320 32 320 80 120 3 Time 2080 0 2400 IE+30 320 What is the Objective Function and the optimal solution value? Group of answer choices Max 80X1 +120X and the optimal value is 17200 Min 80X1+120X2 and the value is 18360 Min 65X1+100X2+116X3 and the optimal value is 17200 Max 65X1+ 100X2+ 116X3 and the optimal value is 17200 Flag question: Question 11 Question 1115 pts Refer to question 10 Sensitivity Analysis output: What should be the coefficient (cost) of the Deluxe (X3) so its final value becomes positive (X3>=1)? Group of answer choices 10 106 126 140