Turbo Coolers Inc. builds cooling systems for industrial plants. A Type A cooler takes 80 W of power, fills two equipment bays, and can cool 18 liters of fluid per minute under the given conditions. A Type B cooler takes 100 W of power, fills 10 equipment bays, and can cool 60 liters of fluid per minute. A Type A cooler costs $3,500 and a Type B cooler costs $12,000. The factory has up to 1,000 W of power it can supply for cooling, and must cool 300 liters of fluid per minute. The factory has 60 open bays. How many of each type of cooler should Turbo Coolers Inc. install in the factory to minimize cost? Formulate a linear programming model for this situation. Solve this model using graphical analysis. Display your graph and the solution parameters. Create your graph using Microsoft Word or Excel and submit it to your instructor. Create your graph using Microsoft Word or Excel and submit it to your instructor.