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8. The Pinewood company produces cakes & pastriess. The company has 25 pounds of flour and 16 pounds of sugar. Demand of cakes is limited to 5 per day. Each cakes requires 5 pounds of flour and 2 pounds of sugar. Pastries needs 5 pounds of flour and 4 pounds of sugar. The profit for cake is $1/pcs and for pastries is $5/pcs. The company wants to determine the number of products to maximize profit. A.Formulate the Linear Programming Model B.Solve the problem using mathematical way C. Solve the problem using graphical solution 9. Moore's meat packaging produces a hotdog mixture in 1000 pound batches. The mixture consists of 2 ingredients chicken and beef. Each batch has at least 500 pounds of chicken. and 200 pounds of beef. The ratio of chicken to beef must be at least 2 to 1. The cost of chicken will be S3 and beef will be $5. The company wants to know the optimal mixture to minimize the cost. Formulate the Linear Progamming Model

8. The Pinewood company produces cakes & pastriess. The company has 25 pounds of flour and 16 pounds of sugar. Demand of cakes is limited to 5 per day. Each cakes requires 5 pounds of flour and 2 pounds of sugar. Pastries needs 5 pounds of flour and 4 pounds of sugar. The profit for cake is $1/pcs and for pastries is $5/pcs. The company wants to determine the number of products to maximize profit. A.Formulate the Linear Programming Model B.Solve the problem using mathematical way C. Solve the problem using graphical solution 9. Moore's meat packaging produces a hotdog mixture in 1000 pound batches. The mixture consists of 2 ingredients chicken and beef. Each batch has at least 500 pounds of chicken. and 200 pounds of beef. The ratio of chicken to beef must be at least 2 to 1. The cost of chicken will be S3 and beef will be $5. The company wants to know the optimal mixture to minimize the cost. Formulate the Linear Progamming Model

Advanced Engineering Mathematics
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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8. The Pinewood company produces cakes & pastriess. The company has 25 pounds of flour and 16 pounds of sugar. Demand of cakes is limited to 5 per day. Each cakes requires 5 pounds of flour and 2 pounds of sugar. Pastries needs 5 pounds of flour and 4 pounds of sugar. The profit for cake is $1/pcs and for pastries is $5/pcs. The company wants to determine the number of products to maximize profit. A.Formulate the Linear Programming Model B.Solve the problem using mathematical way C.Solve the problem using graphical solution 9.Moore's meat packaging produces a hotdog mixture in 1000 pound batches. The mixture consists of 2 ingredients - chicken and beef. Each batch has at least 500 pounds of chicken and 200 pounds of beef. The ratio of chicken to beef must be at least 2 to 1. The cost of chicken will be S3 and beef will be $5. The company wants to know the optimal mixture to mioimize the cost. Formulate the Linear Progamming Model
Transcribed Image Text:8. The Pinewood company produces cakes & pastriess. The company has 25 pounds of flour and 16 pounds of sugar. Demand of cakes is limited to 5 per day. Each cakes requires 5 pounds of flour and 2 pounds of sugar. Pastries needs 5 pounds of flour and 4 pounds of sugar. The profit for cake is $1/pcs and for pastries is $5/pcs. The company wants to determine the number of products to maximize profit. A.Formulate the Linear Programming Model B.Solve the problem using mathematical way C.Solve the problem using graphical solution 9.Moore's meat packaging produces a hotdog mixture in 1000 pound batches. The mixture consists of 2 ingredients - chicken and beef. Each batch has at least 500 pounds of chicken and 200 pounds of beef. The ratio of chicken to beef must be at least 2 to 1. The cost of chicken will be S3 and beef will be $5. The company wants to know the optimal mixture to mioimize the cost. Formulate the Linear Progamming Model
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