New York, Fort Worth, San Diego, and Minneapolis. Plans call for the following numbers of washing machines to be produced at each location:
New York
50,000
Fort Worth
70,000
San Diego
60,000
Minneapolis
80,000
Bindley has three plants that can produce the motors. The plants and production capacities are
Boulder
100,000
Macon
100,000
Gary
150,000
Due to varying production and transportation costs, the profit Bindley earns on each 1,000 units depends on where they were produced and where they were shipped. The following table gives the accounting department estimates of the dollar profit per unit. (Shipment will be made in lots of 1,000.)
Shipped to
Produced at
New York
Fort Worth
San Diego
Minneapolis
Boulder
7
11
8
13
Macon
20
17
12
10
Gary
8
18
13
16
Given profit maximization as a criterion, Bindley would like to determine how many motors should be produced at each plant and how many motors should be shipped from each plant to each destination.
a. Develop a transportation grid for this problem.
b. Find the optimal solution using Microsoft Excel.
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