A manufacturing company has 4 factories and 3 warehouses. The costs for transporting its products from factories to ware houses, the supply capacity of factories and demands in warehouses are given respectively by 3 18 120 200 472 C= 651 90 S= 40 D= 150 150 6 2 4 250 a. Use minimum cost method to find an initial feasible solution. b. Determine the amount of products to be transported from factories to warehouses to minimize the cost.

Advanced Engineering Mathematics
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ISBN:9780470458365
Author:Erwin Kreyszig
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A manufacturing company has 4 factories and 3 warehouses. The
costs for transporting its products from factories to ware houses, the
supply capacity of factories and demands in warehouses are given
respectively by
3 18
120
200
472
C=
651
90
S=
40
D= 150
150
6 2 4
250
a. Use minimum cost method to find an initial feasible solution.
b. Determine the amount of products to be transported from
factories to warehouses to minimize the cost.
Transcribed Image Text:A manufacturing company has 4 factories and 3 warehouses. The costs for transporting its products from factories to ware houses, the supply capacity of factories and demands in warehouses are given respectively by 3 18 120 200 472 C= 651 90 S= 40 D= 150 150 6 2 4 250 a. Use minimum cost method to find an initial feasible solution. b. Determine the amount of products to be transported from factories to warehouses to minimize the cost.
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