Given a set of 7 job requests, (si, fi, bi), defining the start times, finish times,...
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Given a set of 7 job requests, (si, fi, bi), defining the start times, finish times, and benefits of each job: 1:(1, 2, 6), 2:(1, 3, 8), 3:(2, 4, 5), 4:(3, 5, 6), 5:(4, 6, 9), 6:(6, 9, 7), 7:(7, 9, 3) Note that the jobs area already ordered by end time (and by start time within same end time). Using dynamic programming, solve the job scheduling problem for this set of job requests. Show the predecessor array and the benefits array. Then give the jobs that would be included in the optimal solution, and the total benefit. (15 pts) Given a set of 7 job requests, (si, fi, bi), defining the start times, finish times, and benefits of each job: 1:(1, 2, 6), 2:(1, 3, 8), 3:(2, 4, 5), 4:(3, 5, 6), 5:(4, 6, 9), 6:(6, 9, 7), 7:(7, 9, 3) Note that the jobs area already ordered by end time (and by start time within same end time). Using dynamic programming, solve the job scheduling problem for this set of job requests. Show the predecessor array and the benefits array. Then give the jobs that would be included in the optimal solution, and the total benefit. (15 pts)
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The job scheduling problem youve sent me is a classic problem in operations research and computer science There are a number of different ways to solve it but one common approach is to use dynamic pro... View the full answer
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