A toy company makes three types of toys, each of which must be processed by three machines: a shaper, a smoother, and a painter. Each Toy A requires 1hr in the shaper, 2hr in the smoother, and 1hr in the painter, and brings in a $4 profit. Each Toy B requires 2hr in the shaper, 1hr in the smoother, and 3hr in the painter, and brings in a $5 profit. Each Toy C requires 3hr in the shaper, 2hr in the smoother, and 1hr in the painter, and brings in a $9 profit. The shaper can work at most 50hr per week, the smoother 40hr, and the painter 60hr. What production policy would maximize the toy company’s profit?
A toy company makes three types of toys, each of which must be processed by three machines: a shaper, a smoother, and a painter. Each Toy A requires 1hr in the shaper, 2hr in the smoother, and 1hr in the painter, and brings in a $4 profit. Each Toy B requires 2hr in the shaper, 1hr in the smoother, and 3hr in the painter, and brings in a $5 profit. Each Toy C requires 3hr in the shaper, 2hr in the smoother, and 1hr in the painter, and brings in a $9 profit. The shaper can work at most 50hr per week, the smoother 40hr, and the painter 60hr. What production policy would maximize the toy company’s profit?
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
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A toy company makes three types of toys, each of which must be processed by three machines: a shaper, a smoother, and a painter. Each Toy A requires 1hr in
the shaper, 2hr in the smoother, and 1hr in the painter, and brings in a $4 profit. Each Toy B requires 2hr in the shaper, 1hr in the smoother, and 3hr in the painter, and brings in a $5 profit. Each Toy C requires 3hr in the shaper, 2hr in the smoother, and 1hr in the painter, and brings in a $9 profit. The shaper can work at most 50hr per week, the smoother 40hr, and the painter 60hr. What production policy would maximize the toy company’s profit?
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