Question: Suppose we have the following linear program problem related to a cost function Z: MIN Z = 7,5X + 10X2 subject to 2X2 > 10

Suppose we have the following linear program

Suppose we have the following linear program problem related to a cost function Z: MIN Z = 7,5X + 10X2 subject to 2X2 > 10 41 12 0 a) Write the model in a standard form by making the appropriate arrangements, b) Solve this linear program graphically: Find the feasible solution area define your corner points, compute objective function values for cach and then define the optimal solution value. Interpret your result. Show all your work! c) What would be the effect on the solution if the constraint X+ x2 > 6 were changed to X + x2

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