Jason, a farmer, has 3216-square meter farm where he raises chickens and goats. Chickens require 2 square meters while goats need 24 sq. m. each. The per-head profit on chickens and goats are Php11 and Php130, respectively. If he cannot tend to more than 1500 chickens or 120 goats, then how many of each type should he have in order to make the largest profit?

Draw the graph (and specify the coordinates of the corners) of the feasible region of the LP problem.