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2. [-/37.5 Points] DETAILS Question Details QUESTION PARTS POINTS -/2.34 SUBMISSIONS USED TOTAL -/37.5 1 Max 1W + 1.25M s.t. 0/2 W Model Variable M
2. [-/37.5 Points] DETAILS Question Details QUESTION PARTS POINTS -/2.34 SUBMISSIONS USED TOTAL -/37.5 1 Max 1W + 1.25M s.t. 0/2 W Model Variable M 5W + 7M 3W + 1M 2W + 2M W, M 0 The sensitivity report is shown below. Variable Cells Constraints 1 ASWQUANT13 8.E.009. Constraint Number 2 2 3 -12.34 0/2 W = jars of Western Foods Salsa M = jars of Mexico City Salsa leads to the formulation (units for constraints are ounces): 4,560 2,400 1,600 Name Western Foods Salsa Mexico City Salsa Name 3 -12.34 Whole tomatoes 0/2 Tomato sauce Tomato paste oz of whole tomatoes oz of tomato sauce oz of tomato paste -12.34 Final Value 0/2 Tom's, Inc., produces various Mexican food products and sells them to Western Foods, a chain of grocery stores located in Texas and New Mexico. Tom's, Inc., makes two salsa products: Western Foods Salsa and Mexico City Salsa. Essentially, the two products have different blends of whole tomatoes, tomato sauce, and tomato paste. The Western Foods Salsa is a blend of 50% whole tomatoes, 30% tomato sauce, and 20% tomato paste. The Mexico City Salsa, which has a thicker and chunkier consistency consists of 70% whole tomatoes, 10% tomato sauce, and 20% tomato paste. Each jar of salsa produced weighs 10 ounces. 520.000 4 For the current production period, Tom's, Inc., can purchase up to 285 pounds of whole tomatoes, 150 pounds of tomato sauce, and 100 pounds of tomato paste; the price per pound for these ingredients is $0.96, $0.64, and $0.56, respectively. The cost of the spices and the other ingredients is approximately $0.10 per jar. Tom's, Inc., buys empty glass jars for $0.02 each, and labeling and filling costs are estimated to be $0.03 for each jar of salsa produced. Tom's contract with Western Foods results in sales revenue of $1.64 for each jar of Western Foods Salsa and $1.93 for each jar of Mexico City Salsa. Letting 280.000 Final Value 4,560.000 1,840.000 1,600.000 -/2.34 0/2 Reduced Cost 0.000 0.000 5 Shadow Price 0.125 0.000 6 0.188 -12.34 0/2 MY NOTES Objective Coefficient 1.000 1.250 Constraint R.H. Side 4,560.000 2,400.000 7 1,600.000 (a) What is the optimal solution, and what are the optimal production quantities? W jars M jars profit $ -12.34 0/2 8 -/2.34 0/2 ASK YOUR TEACHER Allowable Increase 0.250 0.150 Allowable Increase 1,040.000 1E+30 9 -12.34 140.000 0/2 X -12.3 0.107 10 Allowable Decrease 0.250 0/2 560.000 Allowable Decrease 560.000 297.143
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