Question: Use Solver to compute to optimum solution for the linear program shown below. If the right-hand-side of Constraint 2 was increased by one unit, how

Use Solver to compute to optimum solution for the linear program shown below. If the right-hand-side of Constraint 2 was increased by one unit, how much will the optimum Z value improve by (rounded to 3 decimal places)? Hint: keep all of your results handy in case another question is asked about this same LP model later in the assignment Max Z = 450x4 + 1150x2 + 800x3 + 400X4 St. 50x1 + 50x2 + 100x3 + 50x4 S 5800 (Constraint 1) 5x1 + 15x2 + 10x3 + 5x4 5 730 (Constraint 2) 500x1400x2 + 300x3 + 200x4 S 29200 (Constraint 3) S00x1 + 750x2 + 250x3 + 500x4 5 60500 (Constraint 4) All x 20

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