A company manufactures two models of cars, a luxury model and an economy model; the resources requirements for both cars are given below:
Luxury Model Economy Model Total Availability resources
Resources I 10 3 100
Resources II 5 5 60
The unit profit per luxury model is $200 and $150 dollar per economy model
(a) How many luxury and economy models should the company manufacture in order to maximize the profit ?
(b) Discuss the usefulness of linear programming to manager.
Luxury Economy Total Resources I 10 3 100 Resources II 5 5 60 The unit profit per luxury model is $200 and $150 dollar per economy model. (a) To find how many luxury and economy models should the company manufacture in order to maximize the profit we should formulate optimization problem. Maximize: 200QL + 150QE, Subject to: 10QL + 3QE = 100, 5QL + 5QE = 60. From the system of equations above we can find that QE = 2.85 or 3 units, QL = 9.14 or 9 units. (b) Linear programming is very useful to manager to evaluate possible outcomes of using some resources in production.
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