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book Introduction to Management Science 12th Edition by Bernard Taylor cover

Introduction to Management Science 12th Edition by Bernard Taylor

Edition 12ISBN: 978-0133778847
book Introduction to Management Science 12th Edition by Bernard Taylor cover

Introduction to Management Science 12th Edition by Bernard Taylor

Edition 12ISBN: 978-0133778847
Exercise 80
In Problem, officials 2 and 8 recently had a confrontation with one of the coaches in the game in Athens. They were forced to eject the coach after several technical fouls. The conference office decided that it would not be a good idea to have these two officials work the Athens game so soon after this confrontation, so they decided that officials 2 and 8 will not be assigned to the Athens game. How will this affect the optimal solution to this problem
Problem
The Southeastern Conference has nine basketball officials who must be assigned to three conference games, three to each game. The conference office wants to assign the officials so that the total distance they travel will be minimized. The distance (in miles) each official would travel to each game is given in the following table:
In Problem, officials 2 and 8 recently had a confrontation with one of the coaches in the game in Athens. They were forced to eject the coach after several technical fouls. The conference office decided that it would not be a good idea to have these two officials work the Athens game so soon after this confrontation, so they decided that officials 2 and 8 will not be assigned to the Athens game. How will this affect the optimal solution to this problem Problem  The Southeastern Conference has nine basketball officials who must be assigned to three conference games, three to each game. The conference office wants to assign the officials so that the total distance they travel will be minimized. The distance (in miles) each official would travel to each game is given in the following table:    Determine the optimal assignment(s) to minimize the total distance traveled by the officials. Determine the optimal assignment(s) to minimize the total distance traveled by the officials.
Explanation
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First, put together the linear programmi...

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Introduction to Management Science 12th Edition by Bernard Taylor
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