Question: Find the optimum solution for the following linear programming problem using graphical method: max Z = 25 X, +30 X, Subject to: X12 0.7 X:

Find the optimum solution for the following linear programming problem using graphical method: max Z = 25 X, +30 X, Subject to: X12 0.7 X: +04 X; 0.5 X 50 X) + X: 260 1.5 X/+2.5 X: 3200 X1, X: 20 What if the objective function is changed to: max 2 - 50X/+60 X; Is the optimal solution different or still the same? What is the new profit (Z)

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