Nakalinzi country farms, a large modern farming corporation in Wakiso, plants corn and wheat on a large tract of irrigated land for a contract to produce Mwana Mugimu porridge for the UNICEF aided world children. Corn requires a special soil that is scarce, and only 500 acres are available for this crop. Wheat can be planted anywhere on Nakalinzi Country farms land. Because of the drought, the regional water district office will allow Nakalinzi Country farm's to pump 800 acre-feet of water for this seasons plantings. Each acre of corn requires 0.75 acre-foot of water, and each acre of wheat requires 0.5 acre foot of water for the season. How many acres should Nakalinzi Country farm's plant in corn and wheat, considering these shortages, if the estimated profit per acre is $400 for corn and $250 for wheat? Use Linear programming both graphical and simultaneously to solve this