Find the optimal solution through the graphical method

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Reference no: EM133655665

Problem

A company makes cars and trucks, which must go through a paint and assembly shop;

1. The Company only has one paint and one assembly shop;

2. If the paint shop painted only trucks, then it could paint up to 40 trucks per day. However, if they were only cars, it could paint up to 60 per day;

3. Similarly, if the assembly shop were dedicated only to trucks, then it would produce 50 per day, but if it is only cars, it could produce 50 per day;

4. Trucks make a profit of $300 and cars of $200.

Task

A. Write the equations of the optimization model: decision variables, objective function, and constraints.
B. Find the optimal solution through the graphical method.
C. What is the optimal solution?

Reference no: EM133655665

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