1. The network for distributing pineapples grown in Hawaii to retail outlets near the D.C. area is shown below. The numbers next to the arcs represent distribution costs. For example, the cost of shipping one pineapple from plant I to distribution center 3 is equal to $2. Retail Outlets Plants DC 1 5 Assume that Plant 1 can supply 400 units and Plant 2, 500 units. Demands at the retail outlets are: Outlet 4, 300 units; Outlet 5, 300 units; Outlet 6, 450 units. What will be the best plan that minimizes the total transportation cost? (Include the LP formulation and solver outcomes) 5. 3.

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Chapter2: Systems Of Linear Equations
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Transportation Problem

1. The network for distributing pineapples grown in Hawaii to retail outlets near the D.C.
area is shown below. The numbers next to the arcs represent distribution costs. For
example, the cost of shipping one pineapple from plant 1 to distribution center 3 is equal
to $2.
Retail Outlets
Plants
DC
1
5
3
5
6
Assume that Plant 1 can supply 400 units and Plant 2, 500 units. Demands at the retail
outlets are: Outlet 4, 300 units; Outlet 5, 300 units; Outlet 6, 450 units.
What will be the best plan that minimizes the total transportation cost?
(Include the LP formulation and solver outcomes)
3.
Transcribed Image Text:1. The network for distributing pineapples grown in Hawaii to retail outlets near the D.C. area is shown below. The numbers next to the arcs represent distribution costs. For example, the cost of shipping one pineapple from plant 1 to distribution center 3 is equal to $2. Retail Outlets Plants DC 1 5 3 5 6 Assume that Plant 1 can supply 400 units and Plant 2, 500 units. Demands at the retail outlets are: Outlet 4, 300 units; Outlet 5, 300 units; Outlet 6, 450 units. What will be the best plan that minimizes the total transportation cost? (Include the LP formulation and solver outcomes) 3.
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