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PLEASE ONLY SOLVE FOR THE OPTIMAL COST. The Giant Farmer Company processes food for sale in discount food stores. It has two plants: one in

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PLEASE ONLY SOLVE FOR THE OPTIMAL COST.

The Giant Farmer Company processes food for sale in discount food stores. It has two plants: one in Chicago and one in Houston. The company also operates warehouses in Miami, Florida; Denver Colorado: Lincoln, Nebraska; and Jackson, Mississippi. Forecasts indicate that demand soon will exceed supply and that a new plant with a capacity of 8,000 cases per week is needed. The questio where to locate the new plant. Two potential sites are Buffalo and Atlanta. The two tables below give data on capacities, forecasted demand, and shipping costs that have been gathered. For each alternative new plant location, determine the total cost of the shipping pattern that will minimize total transportation costs. Where should the new plant be located? If the new plant is located in Buffalo, the optimal cost is $88,000. (Enter your response as a whole number.) If the new plant is located in Atlanta, the optimal cost is $ (Enter your response as a whole number.) The Giant Farmer Company processes food for sale in discount food stores. It has two plants: one in Chicago and one in Houston. The company also operates warehouses in Miami, Florida; Denver Colorado: Lincoln, Nebraska; and Jackson, Mississippi. Forecasts indicate that demand soon will exceed supply and that a new plant with a capacity of 8,000 cases per week is needed. The questio where to locate the new plant. Two potential sites are Buffalo and Atlanta. The two tables below give data on capacities, forecasted demand, and shipping costs that have been gathered. For each alternative new plant location, determine the total cost of the shipping pattern that will minimize total transportation costs. Where should the new plant be located? If the new plant is located in Buffalo, the optimal cost is $88,000. (Enter your response as a whole number.) If the new plant is located in Atlanta, the optimal cost is $ (Enter your response as a whole number.)

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