Problem Statement Sleeveless and Sleeve Example Reebok Sports manufactures two types of t-shirts: sleeveless with logo and sleeve. How many sleevelesses and how many slevees should be produced per week, to maximize profits, given the following constraints... -The (profit) contribution per sleeveless is $3.00, compared to $4.50 per sleeve. - Sleeve use 0.5 yards of material; sleeveless use 0.4 yards. 300 yards of materíal are available. - It requires 1 hour to manufacture one sleeveless and 2 hours for one sleevee. 900 labors hours are available. There is unlimited demand for sleeveless but total demand for sleeve is 375 units per week. - Each sleeveless uses 1 insignia logo and 600 insignia logos are in stock.
Problem Statement Sleeveless and Sleeve Example Reebok Sports manufactures two types of t-shirts: sleeveless with logo and sleeve. How many sleevelesses and how many slevees should be produced per week, to maximize profits, given the following constraints... -The (profit) contribution per sleeveless is $3.00, compared to $4.50 per sleeve. - Sleeve use 0.5 yards of material; sleeveless use 0.4 yards. 300 yards of materíal are available. - It requires 1 hour to manufacture one sleeveless and 2 hours for one sleevee. 900 labors hours are available. There is unlimited demand for sleeveless but total demand for sleeve is 375 units per week. - Each sleeveless uses 1 insignia logo and 600 insignia logos are in stock.
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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1- Linear programming example:
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Transcribed Image Text:Problem Statement
Sleeveless and Sleeve Example
Reebok Sports manufactures two types of t-shirts: sleeveless with
logo and sleeve.
How many sleevelesses and how many slevees should be
produced per week, to maximize profits, given the following
constraints...
- The (profit) contribution per sleeveless is $3.00, compared to
$4.50 per sleeve.
Sleeve use 0.5 yards of material; sleeveless use 0.4 yards. 300
yards of materíal are available.
It requires 1 hour to manufacture one sleeveless and 2 hours
for one sleevee. 900 labors hours are available.
- There is unlimited demand for sleeveless but total demand for
sleeve is 375 units per week.
- Each sleeveless uses 1 insignia logo and 600 insignia logos
are in stock.
14
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