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22 21 15 20 14 Total Supply 11 16 16 13 27 Total Demand 25 14 16 24 22 29 19 19 26 11 1 21 16 24 22 17 2 23 21 26 14 25 3

The document outlines a profit maximization transportation problem involving six suppliers (S1 to S6) and five destinations (D1 to D5). It includes supply and demand values, transportation costs, and constraints for each supplier and destination. The total maximum profit calculated from the transportation model is 90,399.

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Urbi Roy Barman
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23 views2 pages

22 21 15 20 14 Total Supply 11 16 16 13 27 Total Demand 25 14 16 24 22 29 19 19 26 11 1 21 16 24 22 17 2 23 21 26 14 25 3

The document outlines a profit maximization transportation problem involving six suppliers (S1 to S6) and five destinations (D1 to D5). It includes supply and demand values, transportation costs, and constraints for each supplier and destination. The total maximum profit calculated from the transportation model is 90,399.

Uploaded by

Urbi Roy Barman
Copyright
© © All Rights Reserved
We take content rights seriously. If you suspect this is your content, claim it here.
Available Formats
Download as XLSX, PDF, TXT or read online on Scribd
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Profit maximization transpotrtation problem

To
D1 D2 D3 D4 D5 Supply
S1 22 21 15 20 14 900 Total Supply
S2 11 16 16 13 27 700 Total Demand
S3 25 14 16 24 22 680
From S4 29 19 19 26 11 700 1
S5 21 16 24 22 17 509 2
S6 23 21 26 14 25 340 3
850 740 660 450 900

LHS Relation RHS


D1 D2 D3 D4 D5 Supply
S1 0 740 0 0 0 740 <= 900
S2 0 0 0 0 700 700 <= 700
S3 150 0 0 450 11 611 <= 680
S4 700 0 0 0 0 700 <= 700
S5 0 0 509 0 0 509 <= 509
S6 0 0 151 0 189 340 <= 340
LHS 850 740 660 450 900
Relation = = = = =
850 740 660 450 900

Total Maximum Profit 90,399


3829
3600

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