Instructions: Model the given problem as a linear program and solve it using CPLEX. Answer the all parts of the problem and screen shot the optimal solutions. Include the linear program and your snapshots into a word document – well labeled so your graders can give you the maximum amount of points possible. Submit your word document and all code files as one zip folder onto the open portal of the e-learning system.
Each student is required to submit their own individual work. Your group is to help you brainstorm and understand.
Problem Statement:
A farmer grows wheat, corn, and barely on his 65km2 farm. He can sell at most 140 bushels of wheat and 120 bushels of corn. Each km2 planted with wheat yields 5 bushels, each km2 planted with corn yields 4 bushels, and each km2 planted with barely yields 4 bushels. Wheat sells for $30 per bushel, corn for $50 per bushel, and barley for $30 per bushel. To harvest a km2 of wheat, corn or barely requires 6, 10,
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