D You are working on a problem to maximize profit by figuring out what mix of two products (CD player and Receiver) to produce at your plant. You have constraints on the amount of hours available for two types of employees (electricians and audio technicians). Use the screenshot below of the sensitivity report of an LP formulation in Excel to answer questions 23 and 24. The values represent the optimal solution for the problem. Variable Cells Cost Cell Name $B$2 Units Produced CD Player $C$2 Units Produced Receiver Final Reduced Objective Allowable Allowable Value Coeffident Increase Decrease 0 -10 50 10 1E430 20 0 120 1E430 20 Constraints Cell Name $D$6 Electrcian Time LHS (Hours Used) $D$7 Audio Technician Time LHS (Hours Used) Final Shadow Constraint Allowable Allowable Value Price R.H. Side Increase Decrease 80 30 80 160 80 20 0 60 1E+30 40 Based on the sensitivity analysis report above, for which of the profits of a CD player given below would the current solution no longer be optimal? $61 O $30 O $39 $50