Question: A machineshop makes 4 seperate products using 5 different workstations. Each product has a different profit level and consumes different levels of capacity in each

product has a different profit level and consumes different levels of capacity

A machineshop makes 4 seperate products using 5 different workstations. Each product has a different profit level and consumes different levels of capacity in each workstation. The machine shop's problems can be formulated as the following linear program. Based on this formulation set up and solve the problem in Analytic Solver to determine the optimal values for Based on this formulation set up and solve the problem in Analytic Solver to determine the optimal values for - X1: - X2 - X3: - X4 : - z Document each constraint as binding or non-binding - Constraint 1: - Constraint 2: - Constraint 3: - Constraint 4: A machineshop makes 4 seperate products using 5 different workstations. Each product has a different profit level and consumes different levels of capacity in each workstation. The machine shop's problems can be formulated as the following linear program. Based on this formulation set up and solve the problem in Analytic Solver to determine the optimal values for Based on this formulation set up and solve the problem in Analytic Solver to determine the optimal values for - X1: - X2 - X3: - X4 : - z Document each constraint as binding or non-binding - Constraint 1: - Constraint 2: - Constraint 3: - Constraint 4

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