PLEASE SOLVE QUESTION 2

Grace and Felix Bay keep a large garden in which they grow cabbage, tomatoes, and onions to make two kinds of relish-chow-chow and tomato. The chow-chow is made primarily of cabbage, whereas the tomato relish has more tomatoes than does the chow-chow. Both relishes include onions, and negligible amounts of bell peppers and spices. A jar of chow- chow contains 8 ounces of cabbage, 3 ounces of tomatoes, and 3 ounces of onions, whereas a jar of tomato relish contains 6 ounces of tomatoes, 6 ounces of cabbage, and 2 ounces of onions. The Bays grow 120 pounds of cabbage, 90 pounds of tomatoes, and 45 pounds of onions each summer. The Bays can produce no more than 24 dozen jars of relish. They make $2.25 in profit from a jar of chow-chow and $1.95 in profit from a jar of tomato relish. The Bays want to know how many jars of each kind of relish to produce to generate the most profit. a) Formulate a linear programming model for the Bays (1 b) Convert the Linear Programming model to the standard form c) Solve this LPP by using graphical analysis (" Question 2 Using the information in question 1 a) Do you think there are any resources left over and not used at the optimal solution point? Explain ( b) Is there any alternate optimal solutions? Explain why or why not ( c) The Rays have checked their sales records for the past 5 years and have found that they sell at least 50% more chow-chow than tomato relish. How will this additional information affect their model and solution