Question: Independently solve the below LP model two ways both graphically and algebraically. For the graphical approach, label all constraints and the feasible solution space. Find

Independently solve the below LP model two ways both graphically and algebraically. For the graphical approach, label all constraints and the feasible solution space. Find the values of x, y, and the objective function that optimize the model. Show all work.

Maximize: Z = 60C1 + 50C2 (Objective)

Subject to:

4C1 + 10C2 100 hours

2C1 + C2 22 hours

3C1 + 3C2 39 cubic feet

C1, C2 0

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