Question: Consider the objective function to maximize profit: Max 2A + B S.T.: Constraint 1 A + B = 1.5 non-negativity A,B >= 0 Assume

Consider the objective function to maximize profit: Max 2A + B S.T.:

 Constraint 1 A + B = 1.5 non-negativity A,B >= 0 Assume 

Consider the objective function to maximize profit: Max 2A + B S.T.: Constraint 1 A + B = 1.5 non-negativity A,B >= 0 Assume the optimal solution is A-3.5 and B-0. Which of the following is FALSE? If we set A and B to be integers, the new total profit will increase If A and B are continuous, the total profit is 7 If we set A and B to be integers, the optimal solution (A=4, B=0) is not feasible If we set A and B to be integers, Excel's SOLVER will not generate the Sensitivity Report Case 1: A company needs to determine which investment alternative(s) to pursue from the list: PE (Plant Expansion), WE (Warehouse Expansion), DE (Distribution Expansion). Case 2: A cell phone manufacturer needs to determine how many units to Produce (internally) and how many units to Outsource. Choose the correct variables for each case. O Case 1: PE, WE, DE 1,0. Case 2: P,O>= 0 = Case 1: PE, WE, DE 1,0. Case 2: P,O>= 0 AND INTEGER = Case 1: PE, WE, DE>= 0. Case 2: P,O>= 0 AND INTEGER Case 1: PE, WE, DE>= 0 AND INTEGER. Case 2: P,O=1, 0

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