Question: JPMorgan Chase has a scheduling problem. Operators work eight-hour shifts and can begin work at midnight, 4 A.M., 8 A.M., noon, 4 P.M., or 8

JPMorgan Chase has a scheduling problem.

JPMorgan Chase has a scheduling problem. Operators work eight-hour shifts and can begin work at midnight, 4 A.M., 8 A.M., noon, 4 P.M., or 8 P.M. Operators are needed to satisfy the following demand pattern. Time Period Midnight to 4 A.M. 4 A.M. to 8 A.M. 8 AM to noon Noon to 4 P.M. 4 P.M. to 8 P.M. 8 P.M. to midnight Operators Needed 5 8 95 80 55 15 Formulate a linear programming model to cover the demand requirements with the minimum number of operators. Let Xy = number of operators working from midnight to 8 A.M., X2 = number of operators working from 4 A.M. to noon, X3 = number of operators working from 8 A.M. to 4 P.M., X4 = number of operators working from noon to 8 P.M., X5 = number of operators working from 4 P.M. to midnight, and X6 = number of operators working from 8 P.M. to 4 A.M. Objective function: Minimize Z = [x1 + x2+_xz+_x4+x5 + [x

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