Almaha Clothing store has requested a manufacturer to produce pants and sports jackets. For materials, the manufacturer has 750 m of cotton textile and 1000 m of polyester. Every pair of pants (1 unit) needs 1 m of cotton and 2 m of polyester. Every jacket needs 1.5 m of cotton and 1 m of polyester. The price of the pants is fixed at $50 and the jacket, $40. By using the Linear Programing Function, what is the number of pants and jackets that the manufacturer must sale to the stores so that these items obtain a maximum sale?
Almaha Clothing store has requested a manufacturer to produce pants and sports jackets. For materials, the manufacturer has 750 m of cotton textile and 1000 m of polyester. Every pair of pants (1 unit) needs 1 m of cotton and 2 m of polyester. Every jacket needs 1.5 m of cotton and 1 m of polyester. The price of the pants is fixed at $50 and the jacket, $40. By using the Linear Programing Function, what is the number of pants and jackets that the manufacturer must sale to the stores so that these items obtain a maximum sale?
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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![7- Almaha Clothing store has requested a manufacturer to produce
pants and sports jackets. For materials, the manufacturer has 750
m of cotton textile and 1000 m of polyester. Every pair of pants
(1 unit) needs 1 m of cotton and 2 m of polyester. Every jacket
needs 1.5 m of cotton and 1 m of polyester. The price of the pants
is fixed at $50 and the jacket, $40. By using the Linear
Programing Function, what is the number of pants and jackets
that the manufacturer must sale to the stores so that these items
obtain a maximum sale?](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F8aee69ae-18ac-412c-919a-65a2939c7fbd%2Fce4e20e6-aabf-4c83-be0f-b5ef09f227ba%2Fxex03xp_processed.jpeg&w=3840&q=75)
Transcribed Image Text:7- Almaha Clothing store has requested a manufacturer to produce
pants and sports jackets. For materials, the manufacturer has 750
m of cotton textile and 1000 m of polyester. Every pair of pants
(1 unit) needs 1 m of cotton and 2 m of polyester. Every jacket
needs 1.5 m of cotton and 1 m of polyester. The price of the pants
is fixed at $50 and the jacket, $40. By using the Linear
Programing Function, what is the number of pants and jackets
that the manufacturer must sale to the stores so that these items
obtain a maximum sale?
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