A computer company produces laptop and desktop computers. The marketing department projects that the expected demand for laptops will be at least 1,000 and for desktops it will be at least 800 per day. The production facility has a limited capacity of no more than 2000 laptops and 1700 desktops per day. The sales department indicates that contractual agreement of most 2000 computer per day must be satisfied. Each laptop computer generates 300 net profits. The Company of each type should be made daily to maximize net profit.

a.Formulate a liner programming model that represents the preceding business description

b.Solve the problem graphically and indicate:

. What is the optimal number of laptop and desktop computers to be made each day?

. What is the value of the objective function for the solution?

. Identify binding and not binding constraints for the optimal solution.

c. Solve the same problem using Excel's solver.