Question 2: Your company is responsible for transporting units of product from supply locations to demand locations. The units of product available at each supply location, the units of product required by each demand location, and the cost of transportation between the supply and demand locations is provided in the table below. Transportation cost per unit ($). Demand location Supply location Boston Atlanta 8 3 5 10 17 12 1500 2200 Albany Chicago albuquerque Demand Dallas 13 15 6 900 Supply 1350 1600 2000 Formulate an optimization model that can be used to determine the transportation plan that minimizes the total transportation cost. (Do not solve the model.)

Advanced Engineering Mathematics
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ISBN:9780470458365
Author:Erwin Kreyszig
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Chapter2: Second-order Linear Odes
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Question 2: Your company is responsible for transporting units of product from supply
locations to demand locations. The units of product available at each supply location, the
units of product required by each demand location, and the cost of transportation between
the supply and demand locations is provided in the table below.
Supply location
Albany
Chicago
albuquerque
Demand
Transportation cost per unit (8)
Demand location
Boston Atlanta
8
3
5
17
1500
10
12
2200
Dallas
13
15
6
900
Supply
1350
1600
2000
Formulate an optimization model that can be used to determine the transportation plan
that minimizes the total transportation cost. (Do not solve the model.)
Transcribed Image Text:Question 2: Your company is responsible for transporting units of product from supply locations to demand locations. The units of product available at each supply location, the units of product required by each demand location, and the cost of transportation between the supply and demand locations is provided in the table below. Supply location Albany Chicago albuquerque Demand Transportation cost per unit (8) Demand location Boston Atlanta 8 3 5 17 1500 10 12 2200 Dallas 13 15 6 900 Supply 1350 1600 2000 Formulate an optimization model that can be used to determine the transportation plan that minimizes the total transportation cost. (Do not solve the model.)
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