Describe a situation in your own life or experience in which you would really like to maximize something, but you are limited by at least two constraints. Clearly describe both the objective to be maximized and the constraints. Could linear programming (section 7.5) be used to solve your problem? Why or why not? Minimum credit will be given to those whose problems cannot be solved using linear programming. Make sure that your problem can be solved using linear programming, show the actual equations with defined variables, your complete work, and the answer to your own question. Solution An example of a life situation with two constraints would be wanting to go for a run every day for 1 hour. The first constraint is that there is only 24 hours in a day so will have a horizontal line on your graph at y=24 to show that constraint. Next you are constraint by having to digest for at least 30 mins after each meal. For that you can draw lines at meal times. Through these two lines you can use linear programing to find the optimal running time..