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What is the profit at the optimal solution

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A California grower has a 100-acre farm on which to plant strawberries and tomatoes. The grower has available 800 hours of labor per week and 1800 tons of fertilizer, and he has contracted for shipping space for a maximum of 60 acres' worth of strawberries and 80 acres' worth of tomatoes. An acre of strawberries requires 20 hours of labor and 16 tons of fertilizer, whereas an acre of tomatoes requires 6 hours of labor and 40 tons of fertilizer. The profit from an acre of strawberries is $400, and the profit from an acre of tomatoes is $300. The farmer wants to know the number of acres of strawberries and tomatoes to plant to maximize profit.

a. Formulate a linear programming model for this problem.

b. Develop the spreadsheet model for this problem and solve using Solver. What is the optimal solution? What is the profit at the optimal solution?

Reference no: EM132721266

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