Meatpacking Company produces a hot dog mixture in 1,000-pound batches. The mixture contains two ingredients chicken and beef. The cost per pound of each of these ingredients is as follows : Ingredient Chicken Вef Cost/lb. 165 275 Each batch has the following recipe requirements: At least 500 pounds of chicken At least 200 pounds of beef The ratio of chicken to beef must be at least 2 to 1. The company wants to know the optimal mixture of ingredients that will minimize cost. Formulate a linear programming model for this problem. A. Solve using the steps in Linear Programming Formulation B. Find the coordinates for the graphical analysis
Meatpacking Company produces a hot dog mixture in 1,000-pound batches. The mixture contains two ingredients chicken and beef. The cost per pound of each of these ingredients is as follows : Ingredient Chicken Вef Cost/lb. 165 275 Each batch has the following recipe requirements: At least 500 pounds of chicken At least 200 pounds of beef The ratio of chicken to beef must be at least 2 to 1. The company wants to know the optimal mixture of ingredients that will minimize cost. Formulate a linear programming model for this problem. A. Solve using the steps in Linear Programming Formulation B. Find the coordinates for the graphical analysis
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Transcribed Image Text:Meatpacking Company produces a hot dog mixture in 1,000-pound batches.
The mixture contains two ingredients chicken and beef. The cost per pound of
each of these ingredients is as follows :
Ingredient
Chicken
Вef
Cost/lb.
165
275
Each batch has the following recipe requirements:
At least 500 pounds of chicken
At least 200 pounds of beef
The ratio of chicken to beef must be at least 2 to 1. The company wants to
know the optimal mixture of ingredients that will minimize cost. Formulate a
linear programming model for this problem.
A. Solve using the steps in Linear Programming Formulation
B. Find the coordinates for the graphical analysis
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