The Kimble Firefighting Equipment Company has an assembly plant in Atlanta. It has two distribution centers:...
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The Kimble Firefighting Equipment Company has an assembly plant in Atlanta. It has two distribution centers: center I in Pittsburgh and center II in Savannah. The company can produce at most 1000 alarm valves per week at the plant. Center I must have at least 450 alarm valves per week, and center II must have at least 300 alarm valves per week. The costs per unit for transportation from the plant to the centers follow. $2 Plant to center I Plant to center II $3 What weekly shipping plan will meet the market demands and minimize the total cost of shipping the valves from the assembly plants to the distribution centers? What is the minimum transportation cost? Should the company eliminate the route with the most expensive unit shipment cost? 3. Solve the mixed constraint problem for the minimum transportation cost. Use: a. The graphical method b. The Solver tool from Google Sheets (to confirm the results from the graphical method) 4. Determine whether any shipment route is unnecessary. The Kimble Firefighting Equipment Company has an assembly plant in Atlanta. It has two distribution centers: center I in Pittsburgh and center II in Savannah. The company can produce at most 1000 alarm valves per week at the plant. Center I must have at least 450 alarm valves per week, and center II must have at least 300 alarm valves per week. The costs per unit for transportation from the plant to the centers follow. $2 Plant to center I Plant to center II $3 What weekly shipping plan will meet the market demands and minimize the total cost of shipping the valves from the assembly plants to the distribution centers? What is the minimum transportation cost? Should the company eliminate the route with the most expensive unit shipment cost? 3. Solve the mixed constraint problem for the minimum transportation cost. Use: a. The graphical method b. The Solver tool from Google Sheets (to confirm the results from the graphical method) 4. Determine whether any shipment route is unnecessary.
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