Question: Nash Auto has two plants (node numbers 1 and 2), two warehouses (node numbers 3 and 4), and two customers (node numbers 5 and 6).
Nash Auto has two plants (node numbers 1 and 2), two warehouses (node numbers 3 and 4), and two customers (node numbers 5 and 6). Cars are produced at plants, shipped to warehouses, and finally to customers. Plant 1 produces 300 cars per week, and Plant 2 produces 400 cars per week. And customer 1 (node number 5) requires 250 cars per week, and customer 2 (node 6) requires 150 cars. The costs of shipping a car between nodes are listed in the table.
| To From |
2 | 3 | 4 | 5 | 6 |
| 1 | $5 | $10 | $6 | ||
| 2 |
| $5 | $7 | $10 | |
| 3 |
| $8 | $8 | $18 | |
| 4 |
| $9 | $12 |
Define decision variables. ( If you define the decision variable utilizing x(ij), write for i = ? and j=? ) (2 points)
Define the constraint following nodes: (6 points each)
Node 1 (Plant 1):
Node 4 (Warehouse 2):
Node 6 (Customer 2):
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