Business, 25.02.2020 19:54 autumnsumrall

A manufacturer produces printers at plants in New Orleans, Albuquerque, and Nashville. These are sent to regional distributors in Jacksonville, Boise, and Charlotte. The shipping costs vary, and the company would like to find the least-cost way to meet the demands at each of the distribution centers Jacksonville needs to receive 800 printers per month, Boise needs 600, and Charlotte needs 200 New Orleans has 750 printers available each month, Albuquerque has 550, and Nashville has 300 The shipping cost per unit from New Orleans to Jacksonville is $8, to Boise is $12, and to Charlotte is $10. Due to truck capacity limits, no more than 50 printers can be shipped between New Orleans and Charlotte each month. The cost per unit from Albuquerque to Jacksonville is $10, and to Charlotte is $9. Printers from Albuquerque are never ship The cost per unit from Nashville to Jacksonville is $11, to Boise is $8, and to Charlotte is $12. ped to Boise

(a) Formulate a linear optimization model to determine how many units should be shipped from each plant to each regional distribution center
(b) Is the capacity of the plants equal to the demand at the distribution centers?
(c) Enter your model in Excel and use Solver to find the optimal distribution plan. Include your spreadsheet in vour homework submission.
(d) What is the optimal distribution plan?
(e) What is the cost of the optimal distribution plan?

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A manufacturer produces printers at plants in New Orleans, Albuquerque, and Nashville. These are sen...

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