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The ACC has four basketball games in one night. The conference must provide qualified officiating crews for each game. These crews officiate in addition to their primary jobs, so the conference prefers to keep them as close to home as possible. The table below shows the distance each crew must travel to the four games scheduled. Create an LP model which will optimally place the four officiating crews at the four games.
Game Sites
Officials Raleigh Atlanta Durham Clemson
Crew A 210 90 180 160
Crew B 100 70 130 200
Crew C 175 105 140 170
Crew D 80 65 105 120
I understand what we are minimizing but could someone help with the constraints?
Write the Optimal Solution below. Note: The Optimal Solutions must include the optimal values for the non-zero variables as well as the objective function.
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