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Business, 15.04.2021 19:00 iikatreii

1. A Kansas farmer owns 100 acres of land on which she plans to grow wheat and corn. Each acre of wheat requires 5 hours of labor and $20 of capital, and each acre of corn requires 4 hours of labor and $40 of capital. The farmer has at most 800 hours of labor and $2,400 of capital available. The profit from an acre of wheat is $80 and that from an acre of corn is $100. The farmer would like to determine how many acres of each crop she should plant to maximize her profit. To this end, she formulates this as a linear programming problem. a) [2 points] Introduce names for the necessary number of control parameters for this problem. b) [2 points] Give the objective function the farmer needs to maximize. c) [2 points] What constraint is imposed due to the labor limitation

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