Set up a linear program for the following problem. DO NOT SOLVE IT! FaceCo face mask manufacturing company makes two different types of elastic face masks, the solid-colored type and the patterned type. Each solid-colored face mask requires 5 ounces of rubber, 4 ounces of dye, and sells for OMR 9. Each patterned mask requires 4 ounces of rubber, 5 ounces of dye, and sells for OMR 10. During the coming week, FaceCo would like to make at least 20o masks. However, they would like to make no more than 70 solid- colored masks, due to limited demand for that type. Furthermore, they would like to make at least three times as many patterned masks as solid-colored masks. FaceCo has 400 ounces of rubber and 350 ounces of dye available. They want to determine the number of masks of each type to maximize the sales.
Set up a linear program for the following problem. DO NOT SOLVE IT! FaceCo face mask manufacturing company makes two different types of elastic face masks, the solid-colored type and the patterned type. Each solid-colored face mask requires 5 ounces of rubber, 4 ounces of dye, and sells for OMR 9. Each patterned mask requires 4 ounces of rubber, 5 ounces of dye, and sells for OMR 10. During the coming week, FaceCo would like to make at least 20o masks. However, they would like to make no more than 70 solid- colored masks, due to limited demand for that type. Furthermore, they would like to make at least three times as many patterned masks as solid-colored masks. FaceCo has 400 ounces of rubber and 350 ounces of dye available. They want to determine the number of masks of each type to maximize the sales.
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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