Please include Lindo model file

IME 550: Operations Research I LINDO Software Assignment Ken & Larry, Inc., supplies its ice cream parlors with four flavors of ice cream: chocolate, vanilla, banana, and strawberry. Because of extremely hot weather and a high demand for its products, the company has run short of its supply of ingredients: milk, sugar, & cream. Hence, they will not be able to fill all the orders received from their retail outlets, the ice cream parlors. Owing to these circumstances, the company has decided to choose the amount of each product to produce that will maximize total profit, given the constraints on supply of the basic ingredients. The chocolate, vanilla, banana and strawberry flavors generate, respectively, $1.10, $0.95, $0.90, and $0.80 in profit per gallon sold. The company has only 155 gallons of milk, 135 pounds of sugar, and 55 gallons of cream left in its inventory. The LP formulation for this problem has variables C, V, B, and S representing gallons of chocolate, vanilla, banana, and strawberry ice cream produced, respectively. Ken & Larry, Inc. LP Formulation: MAXIMIZE 1.1C+0.95V+0.90B + 0.80S Subject to 0.45C + 0.50V + 0.40B + 0.43S O' 4. What is the optimal simplex tableau? 5. Suppose the company can purchase extra sugar from another supplier to increase its ice-cream production. How much should the company be willing to pay for each extra pound of sugar? 6. Are there multiple optimal solutions for this LP formulation? If so, find an alternative optimal solution and report the corresponding optimal simplex tableau. IME 550: Operations Research I LINDO Software Assignment Ken & Larry, Inc., supplies its ice cream parlors with four flavors of ice cream: chocolate, vanilla, banana, and strawberry. Because of extremely hot weather and a high demand for its products, the company has run short of its supply of ingredients: milk, sugar, & cream. Hence, they will not be able to fill all the orders received from their retail outlets, the ice cream parlors. Owing to these circumstances, the company has decided to choose the amount of each product to produce that will maximize total profit, given the constraints on supply of the basic ingredients. The chocolate, vanilla, banana and strawberry flavors generate, respectively, $1.10, $0.95, $0.90, and $0.80 in profit per gallon sold. The company has only 155 gallons of milk, 135 pounds of sugar, and 55 gallons of cream left in its inventory. The LP formulation for this problem has variables C, V, B, and S representing gallons of chocolate, vanilla, banana, and strawberry ice cream produced, respectively. Ken & Larry, Inc. LP Formulation: MAXIMIZE 1.1C+0.95V+0.90B + 0.80S Subject to 0.45C + 0.50V + 0.40B + 0.43S O' 4. What is the optimal simplex tableau? 5. Suppose the company can purchase extra sugar from another supplier to increase its ice-cream production. How much should the company be willing to pay for each extra pound of sugar? 6. Are there multiple optimal solutions for this LP formulation? If so, find an alternative optimal solution and report the corresponding optimal simplex tableau