1. what is the value of the objective function if overtime is not available?

2. According to the optimal solution, how many units of the Craveplus model are produced if overtime is not available?

Ace, LLC, manufactures two models of snowboard bindings for backcountry use. Their manufacturing plant runs three different production lines: manufacturing (M), assembly (A) and inspection and packaging (P). Their CarvePlus model requires 2.2 hours of manufacturing time, 1.5 hours of assembly time, 0.5 hours of inspection and packaging time, and makes a $60 per unit contribution to profit. Ace's VerticalDrop model requires 15% more manufacturing time, 20% more assembly time, the same 0.5 hours for inspection and packaging, and makes a $75 per unit contribution to profit. Ace estimates that they have 400 man-hours available for manufacturing, 240 man-hours available for assembly, and 100 man-hours for inspection and packaging for the coming month. They can schedule up to an additional 80 hours of (combined) overtime for their manufacturing and assembly lines at a cost of $15 per hour, but cannot use overtime for inspection and packaging. Further, Ace believes that at least 40% of the models produced must be their Carve Plus model. Objective Function x1 10974.75 X2 M Y1 71 105 21.85 55.5 1 - 1 Manufacturin Hrs Assembly Hrs Inspection & packaging 40% of models is CarvePlus model Overtime hours capacity=80 hours 2.2 2.53 1.5 1.8 0.5 0.5 0.6 0.4 400 0 1 -80 -2.65 9 20 ty MacBool 888 esc N@ 1 3 6 . Q W E 20 T