Question: ONLY NEED OPTIMAL SOLUTION, NOT THE REST. IN PYTHON PLS. orange juice concentrate from processing 6. The CitruSun Corporation ships frozen orange juice conc Orlando,

ONLY NEED OPTIMAL SOLUTION, NOT THE REST. IN PYTHON PLS.

ONLY NEED OPTIMAL SOLUTION, NOT THE REST. IN PYTHON PLS. orange juice

orange juice concentrate from processing 6. The CitruSun Corporation ships frozen orange juice conc Orlando, and Tallahassee. plants in Eustis and Clermont to distributors in Miani, week. The company has just Each plant can produce 20 tons of concentrate eaching week, 15 tons for Orlando, received orders of 10 tons from Miami for the coming tor suplying each of the distributors and 10 tons for Tallahassee. The cost per ton for the following table. The company wants to determine the least costly plan for filling their orders for the coming week. a. Formulate an LP model for this problem. b. Implement the model in a spreadsheet and solve it. c. What is the optimal solution? d. Is the optimal solution degenerate? e. Is the optimal solution unique? If not, identify an alternate optimal solution for the problem. How would the solution change if the plant in Clermont is forced to shut for one day resulting in a loss of four tons of production capacity? orange juice concentrate from processing 6. The CitruSun Corporation ships frozen orange juice conc Orlando, and Tallahassee. plants in Eustis and Clermont to distributors in Miani, week. The company has just Each plant can produce 20 tons of concentrate eaching week, 15 tons for Orlando, received orders of 10 tons from Miami for the coming tor suplying each of the distributors and 10 tons for Tallahassee. The cost per ton for the following table. The company wants to determine the least costly plan for filling their orders for the coming week. a. Formulate an LP model for this problem. b. Implement the model in a spreadsheet and solve it. c. What is the optimal solution? d. Is the optimal solution degenerate? e. Is the optimal solution unique? If not, identify an alternate optimal solution for the problem. How would the solution change if the plant in Clermont is forced to shut for one day resulting in a loss of four tons of production capacity

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