For the problem , upload a file that consists of

(1) (12 points) a mathematical LIP model including the definition of decision variables, an objective function, and constraints;

(2) (12 points) the feasible region identified graphically; and

(3) (8 points) the optimal solution identified, and the corresponding optimal planting plan and maximum profit.

Farmer Jane owns 75 acres of land. She is going to plant it with wheat or corn. Fach acre planted with wheat yields 5200 profit; cach with corn yields $300 profit. The labor and fertilizer wsed for each acre are given in the following table. 180 workets and 200 tons of fertilizer are available. Formulate the 2.variable I.P problem to help Jane determine how to maximire profit from her land, and then solve the L. problem using the graphic method. For the problem, upload a file that consists of (1) (12 points) a mathematical LP model including the definition of decision variables, an objective function, and constraints: (2) (12 points) the feasible region identifed graphically: and (3) (8 points) the optimal solution identified, and the corresponding optimal planting plan and maximum profit. Farmer Jane owns 75 acres of land. She is going to plant it with wheat or corn. Each acre planted with wheat yields $200 profit; each with corn yields $300 profit. The labor and fertilizer used for each acre are given in the following table. 180 workers and 200 tons of fertilizer are available. Formulate the 2-variable LP problem to help Jane determine how to maximize profit from her land, and then solve the LP problem using the graphic method. For the problem, upload a file that consists of (1) (12 points) a mathematical LP model including the definition of decision variables, an objective function, and constraints; (2) (12 points) the feasible region identified graphically; and (3) (8 points) the optimal solution identified, and the corresponding optimal planting plan and maximum profit