a) Formulate a linear programming model for this problem. Be sure to include all constraints.
b) Solve this problem using graphical techniques.
Do not submit the graph. In your answer, include each of the corner points and the Z value associated with each of the corner points. Highlight the corner point that optimizes the solution. If there is no feasible solution, then indicate so. If the solution lies along a constraint equation, then indicate the constraint equation and the bounds for x1 and x2.
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