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Please answer both questions 2 and 3. Thank you for the help and assistance. 2. (40 points) There are 3 workers and 3 tasks. Assume

Please answer both questions 2 and 3. Thank you for the help and assistance. image text in transcribed

2. (40 points) There are 3 workers and 3 tasks. Assume that each worker should perform one task and each task needs to be completed by one person. Formulate an IP to minimize the total working time. (The total working time is the number of hours that worker 1 works, plus the number of hours that worker 2 works, plus the number of hours that worker 3 works.) The number of hours for each worker to complete each task is given in the table below. 3. (20 points) Write a generic formulation for the problem in question 2, say, with n workers and n tasks. Suppose that it takes cij hours for worker i to finish task j

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