Question: Consider the following linear programming problem, quite similar to our discussion in class but not exactly the same: Maximize Z = 800X 1 + 400X

Consider the following linear programming problem, quite similar to our discussion in class but not exactly the same:

Maximize Z = 800X1 + 400X2 St.

X1 + 5X2 3,000 (Fab.)

2X1 + 4X2 5,000 (Assy.)

X1, X2 0 (Non-negativity)

Where Z = the monthly profit from Max and Multimax X1 = the number of Max produced each month X2 = the number of Multimax produced each month

Use the graphical solution approach to solve for the values of X1 and X2 that will maximize revenue. What revenue will result?

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