Appleton Orchard uses three methods for growing apples. Appleton can obtain 200 kilograms of fertilizer and has a total of 25 acres of land. Appleton plants 650 apple trees per acre. Method 1 yields 200 apples, Method 2 yields 225 apples, and Method 3 yields 300 apples. An apple sells for 25 cents. The orchard must supply at least 1.1 million Method 1 apples to local retailers. There are no capabilities for Appleton to grow part acres. Assuming an unlimited demand, design a simplex linear solver model to determine how to allocate the 25 acres among the three methods to maximize revenues for Appleton. Method 1 requires 6 kilograms of fertilizer and 0.5 acres of farmland to grow a strawberry plot. Method 2 requires 4.5 kilograms of fertilizer and 0.65 acres of land to produce the same. Method 1 Method 2 Method 3 fertilizer used per acre land used in acres) 5.4 6.8 13.5 1 1.1 1.5