There are 6 contractors and 5 different tasks. Each contractor charges differently for each task. Contractor...
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There are 6 contractors and 5 different tasks. Each contractor charges differently for each task. Contractor 1 Contractor 2 Contractor 3 Contractor 4 Contractor 5 Contractor 6 Task 1 50 40 45 60 35 55 Task 2 60 50 45 35 55 40 Task 3 55 60 45 35 40 65 Task 4 35 45 50 60 55 65 Task 5 45 35 50 55 40 45 a. Formulate an ILP to assign the five tasks to five contractors (each contractor can do only one task) at the lowest total cost. b. Suppose Contractor 4 cannot do task 1. How would you modify your formu- lation in part a to handle this situation? There are 6 contractors and 5 different tasks. Each contractor charges differently for each task. Contractor 1 Contractor 2 Contractor 3 Contractor 4 Contractor 5 Contractor 6 Task 1 50 40 45 60 35 55 Task 2 60 50 45 35 55 40 Task 3 55 60 45 35 40 65 Task 4 35 45 50 60 55 65 Task 5 45 35 50 55 40 45 a. Formulate an ILP to assign the five tasks to five contractors (each contractor can do only one task) at the lowest total cost. b. Suppose Contractor 4 cannot do task 1. How would you modify your formu- lation in part a to handle this situation?
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Related Book For
A Survey of Mathematics with Applications
ISBN: 978-0134112107
10th edition
Authors: Allen R. Angel, Christine D. Abbott, Dennis Runde
Posted Date:
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