Linear Programming Graphical Solution This week we will be exploring graphical solutions of a few variations on a single LP problem. Our exploration is based on the problem in Exercise 46 from Chapter 4 in the FAPP text. The formulation of the LP follows: Letx= the number of hot sites to maintain and y = the number of cool sites to maintain Maximize profit = 50x250 subject to: 1.5x + y s 12 (layout) x 2y s 16 content) yao For minim requirements, replace the onegativity requirements in the be with ww2wdy Date Sun) Linda Lockett c) Now consider this change to our LP formation Suppose the profit numbers change. The profits for hot sites and cool sites are now $100 and $200, respectively. With this change answer the first question from the texto maximize profit, how many of each type of site should WebArus maintain day?" in other words solve this problem graphically like you did in part a but use the new protit numbers. (Hint: The feasible region will not change only the objective Tunction will change) Again, be sure to state the optimal combination(s) of hot and cool sites to be maintained and the maximum profit coring Guide Linear Programming Graphical Solution This week we will be exploring graphical solutions of a few variations on a single LP problem. Our exploration is based on the problem in Exercise 46 from Chapter 4 in the FAPP text. The formulation of the LP follows: Letx= the number of hot sites to maintain and y = the number of cool sites to maintain Maximize profit = 50x250 subject to: 1.5x + y s 12 (layout) x 2y s 16 content) yao For minim requirements, replace the onegativity requirements in the be with ww2wdy Date Sun) Linda Lockett c) Now consider this change to our LP formation Suppose the profit numbers change. The profits for hot sites and cool sites are now $100 and $200, respectively. With this change answer the first question from the texto maximize profit, how many of each type of site should WebArus maintain day?" in other words solve this problem graphically like you did in part a but use the new protit numbers. (Hint: The feasible region will not change only the objective Tunction will change) Again, be sure to state the optimal combination(s) of hot and cool sites to be maintained and the maximum profit coring Guide