You will enter each part of this problem over the next few questions. A manufacturer of basketball shoes makes shoes using leather, nylon, rubber, and labor. The company makes two models, the Dunker and the Flyer, Each pair of Dunker shoes requires 6 ounces of leather, .6 square feet of nylon, 10 ounces of rubber, and 7 minutes of labor. Each pair of Flyer shoes requires 8 ounces of leather, 4 square foot of nylon, 12 ounces of rubber, and 9 minutes of labor. The company has 20 pounds of leather, 150 square feet of nylon, 50 pounds of rubber, and 20 hours of labor. The profit per pair is $16 for the Dunker and $24 for the Flyer. How many pairs of each type of shoe should the company produce to achieve maximum profit? Let x = number of Dunker, y = number of Flyer 06+8≤ 320 O6x+8y 2320 Submit Answer
You will enter each part of this problem over the next few questions. A manufacturer of basketball shoes makes shoes using leather, nylon, rubber, and labor. The company makes two models, the Dunker and the Flyer, Each pair of Dunker shoes requires 6 ounces of leather, .6 square feet of nylon, 10 ounces of rubber, and 7 minutes of labor. Each pair of Flyer shoes requires 8 ounces of leather, 4 square foot of nylon, 12 ounces of rubber, and 9 minutes of labor. The company has 20 pounds of leather, 150 square feet of nylon, 50 pounds of rubber, and 20 hours of labor. The profit per pair is $16 for the Dunker and $24 for the Flyer. How many pairs of each type of shoe should the company produce to achieve maximum profit? Let x = number of Dunker, y = number of Flyer 06+8≤ 320 O6x+8y 2320 Submit Answer
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:You will enter each part of this problem over the next few questions.
A manufacturer of basketball shoes makes shoes using leather, nylon, rubber, and
labor. The company makes two models, the Dunker and the Flyer, Each pair of
Dunker shoes requires 6 ounces of leather, .6 square feet of nylon, 10 ounces of
rubber, and 7 minutes of labor. Each pair of Flyer shoes requires 8 ounces of leather,
4 square foot of nylon, 12 ounces of rubber, and 9 minutes of labor. The company has
20 pounds of leather, 150 square feet of nylon, 50 pounds of rubber, and 20 hours of
labor. The profit per pair is $16 for the Dunker and $24 for the Flyer. How many
pairs of each type of shoe should the company produce to achieve maximum profit?
Let x number of Dunker,
y = number of Flyer
06+8≤320
O6x+8y 2320
Submit Answer
6x-8y < 32
6x+8y320
O
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