BAK manufactures two products, AAA and BBB. Both products require two manufacturing steps: fabrication (FAB), and final assembly (FINAL). The hours per unit and the total amount of time available each week is provided in the table below. The profit for products AAA and BBB is $375 and $175 per unit, respectively. BAK must produce at least 90 units of product in total each week. The company seeks to determine the mix of products AAA and BBB that maximizes the profit. Product FAB (hours/unit) FINAL (hours/unit) AAA 3 2 BBB 2 1 Total Weekly Hours Available 240 140 Data and functions have been entered (correctly) into Excel as: B C D E F G H 1 BAK Products IN Product Fab Final Production Limit Amount Produced Unit Profit 3 2 1 $375 2 $175 ON Resource Used 0 0 Total Profit 0 Resource Available 240 140 90 When calling the Solver to compute the optimal solution When calling the Solver to compute the optimal solution Two constraints would be added using the constraint dialogue. The non-negativity checkbox is better left unchecked. Exactly two of the answers are correct. The optimization goal is minimization. The "set objective" cell is G7