Question: Optimal Obj. Value z = 48,450 Variable X1 X2 Value 25 425 150 0 Reduced Cost 0 0 0 45 X3 X4 Dual Value 3

Optimal Obj. Value z = 48,450 Variable X1 X2 Value 25 425 150 0 Reduced Cost 0 0 0 45 X3 X4 Dual Value 3 Constraint 1 2 3 4 Slack and Surplus 0 25 0 0 O 60 -17 Variable Obj. Coefficient X1 X2 X3 90 84 70 60 Allowable Increase 1E+30 6 17 45 Allowable Decrease 6 34 1E+30 1E+30 X4 Constraint RHS Value 1 2 3 4 5000 1800 600 150 Allowable Increase 850 1E+30 3.57 50 Allowable Decrease 50 25 85 150 Constraint RHS Value 1 2 3 4 5000 1800 600 150 Allowable Increase 850 1E+30 3.57 50 Allowable Decrease 50 25 85 150 Max z-90x; + 84x + 70% ; + 60% S. 10x + 8x2 + 9x; +15x, 35000 2x + 3x2 + 3x3 + 0x 51800 1x, +1x, + 1x, +1% -600 Ox; + Ox, +1%, + 0x2150 X.X.X.X.20 Use Computer Output 4. Suppose the right hand side of constraint 4 increases by 86. Which one of the following statements is guaranteed to be true? the z-value becomes 46,988 the zwalue becomes 49,912 the decision variable values will remain the same the problem needs to be resolved

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