Question: SENSITIVITY REPORT ANALYSIS PROBLEM Adjustable Cells Final Reduced Objective Allowable Allowable Cell Name Value Cost Coefficient Increase Decrease $B$4 Optimal Values Product A (A) 0

SENSITIVITY REPORT ANALYSIS PROBLEM Adjustable

SENSITIVITY REPORT ANALYSIS PROBLEM Adjustable Cells Final Reduced Objective Allowable Allowable Cell Name Value Cost Coefficient Increase Decrease $B$4 Optimal Values Product A (A) 0 18.46153846 1E+30 18.46153846 $C$4 Optimal Values Product B (B) 9.230769231 0 40 20 28.75 $D$4 Optimal Values Product C(C) 7.692307692 0 45 24 15 50 Constraints Cell Name $E$7 Constraint 1LH.S. $E$8 Constraint 2 L.H.S. $E$9 Constraint 3 LH.S. $E$10 Constraint 4 L.H.S. $E$11 Constraint 5 LH.S. $E$12 Constraint 6 LH.S. Final Shadow Value Price 200 0.923076923 300 1.769230769 515.3846154 0 0 0 9.230769231 0 7.692307692 0 Constraint Allowable Allowable R.H. Side Increase Decrease 200 200 125 300 175 65.2173913 400 115.3846154 1E+30 20 1E+30 20 20 1E+30 10.76923077 20 1E+30 12.30769231 Using the above sensitivity report, answer the following questions: A. If this is a LP product mix problem report, how many units of each product should be produced? B. If one unit of Product A is force produced, what will happen to the total profit? C. The Product B profit per unit is increased to 50. What is the impact on the total profit? D. Which constraints are binding? E. If Constraint 2 is decreased by one unit, what is the impact on the total profit

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