Question: Problem 2: Consider the problem of processing a set E of n jobs on a single machine. Each job je E needs one unit of

Problem 2: Consider the problem of processing a

Problem 2: Consider the problem of processing a set E of n jobs on a single machine. Each job je E needs one unit of (uninterrupted) time for processing, has a due date dj, and brings a profit of Pj, if it is finished before its due date. Let us call a subset S CE of the jobs independent, if all the jobs in S can be processed, in some order, such that all of them are finished on time (before their respective due dates). Let F be the collection of all independent job subsets. . Consider n = 7, and the following list of (dj, Pj) pairs: (3,2), (2,3), (4,4), (1,3), (4,3), (4, 6), (6,7). What is the "Best-in-Greedy" solution

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