A farmer has 200 acres of land in which he can grow either squash or corn. He figures he has 550 hours of labor available during the crucial summer season. The farmer can expect a profit of $30 per acre on squash and $45 per acre of corn. He knows that squash requires 3 hours per acre to raise, and corn requires 2 hours per acre to raise. How much of each crop should the farmer plant to maximize his profit 1-Define the variables
2-What is the objective function that would allow the farmer to maximize his profit
3-What are the constraints
4-List the vertices and evaluate them in the objective function
e) The farmer should plant acres of squash and __ acres of corn for a max profit go ___

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