A tailor has the following materials available: 16 square yards of cotton, 11 square yards of silk, and 15 square yards of wool. A suit requires 2 square yards of cotton, 1 square yard of silk, and 1 square yard of wool. A gown requires 1 square yard of cotton, 2 square yards of silk, and 3 square yards of wool. Suppose the profit P is $30 on a suit and $50 on a gown. Find the maximum profit that can be made and the corresponding number of suits and gowns that yield the maximum profit. $ Numbef of suits sold to gain max. profit. Numbef of gowns sold to gain max. profit.
A tailor has the following materials available: 16 square yards of cotton, 11 square yards of silk, and 15 square yards of wool. A suit requires 2 square yards of cotton, 1 square yard of silk, and 1 square yard of wool. A gown requires 1 square yard of cotton, 2 square yards of silk, and 3 square yards of wool. Suppose the profit P is $30 on a suit and $50 on a gown. Find the maximum profit that can be made and the corresponding number of suits and gowns that yield the maximum profit. $ Numbef of suits sold to gain max. profit. Numbef of gowns sold to gain max. profit.
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:A tailor has the following materials available: 16 square yards of cotton, 11 square yards of silk, and 15 square yards of wool. A suit requires 2
square yards of cotton, 1 square yard of silk, and 1 square yard of wool. A gown requires 1 square yard of cotton, 2 square yards of silk, and 3
square yards of wool. Suppose the profit P is $30 on a suit and $50 on a gown.
Find the maximum profit that can be made and the corresponding number of suits and gowns that yield the maximum profit. $
Numbef of suits sold to gain max. profit.
Numbef of gowns sold to gain max. profit.
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