A company makes a product in two different factories. At Factory X it takes 30 hours to produce the product and at Factory Y it takes 20 hours. The
costs of producing these items are $40 at Factory X and $60 at Factory Y.
The company's labor force can provide 6000 hours of labor each week and
resources are $12,000 each week. Factory X can only produce a maximum
of 120 products in a week. The company makes a profit of $100 from the
products at Factory X and a profit of $120 from the products at Factory Y.
What is the objective function for the scenario above?
P = 600x +12000y
P = 30x + 20y
P = 100x + 1207
P = 40x + 60y