A pet food factory blends four ingredients into three types of pet food: value, premium, and basic. The maximumquantities available of each ingredient and the costs per ounce are given in the table below:IngredientMaximum pounds available per dayCost per ounce5,000$0.562522,400$0.437534,000$0.750041,500$0.3750The operations manager has placed limits on the component to be added to each blend. The limits and the selling pricefor each blend are shown in the table below:VariantComponent SpecificationsSelling Price per poundValueNot less than 40% of 1$12.00ValueNot more than 20% of 2$12.00ValueNot less than 30% of 3$12.00PremiumNot less than 40% of 3$18.00BasicNot more than 50% of 2$10.00BasicNot less than 10% of 1$10.00The marketing manager wants to produce at least 3,000 pounds of each variant of pet food.Develop a linear programming model to help the company determine the best mix to produce to maximize profits.Determine the optimal solution and recommend a strategy for producing the pet food.

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A pet food factory blends four ingredients into three types of pet food: value, premium, and basic. The maximum quantities available of each ingredient and the costs per ounce are given in the table below: Ingredient Maximum pounds available per day Cost per ounce 1 5,000 $0.5625 2,400 $0.4375 3 4,000 $0.7500 4 1,500 $0.3750 2.

A pet food factory blends four ingredients into three types of pet food: value, premium, and basic. The maximum quantities available of each ingredient and the costs per ounce are given in the table below: Ingredient Maximum pounds available per day Cost per ounce 1 5,000 $0.5625 2,400 $0.4375 3 4,000 $0.7500 4 1,500 $0.3750 2.

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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