Graph. Use linear programming to answer to find the maximum profit. A manufacturer makes snowboards and wakeboards. The company profits $8 for each snowboard and $12 for each wakeboard. There are two components to the production of the boards, assembly and finishing. Each snowboard requires 4 hours for assembly and 2 hours for finishing. Each wakeboard requires 7 hours for assembly and 4 hours for finishing. The company allows at most 112 hours per week to assemble and 60 hours a week to finish. of each board should the manufacturer make to maximize profit? How much is that maximum profit?