A company manufactures two products: Product A and Product B. Product A is produced at quantity q1 (in thousands of units). Product B is produced at quantity 92 (in thousands of units). The total revenue for the two products is found out to be R(q1, 42) = -5qı² – 8922 – 29192+ 42q1 + 102q2. %3D Determine the quantities q and q2 that would maximize the revenue.
A company manufactures two products: Product A and Product B. Product A is produced at quantity q1 (in thousands of units). Product B is produced at quantity 92 (in thousands of units). The total revenue for the two products is found out to be R(q1, 42) = -5qı² – 8922 – 29192+ 42q1 + 102q2. %3D Determine the quantities q and q2 that would maximize the revenue.
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 company manufactures two products: Product A and Product B. Product A is
produced at quantity q1 (in thousands of units). Product B is produced at quantity
q2 (in thousands of units). The total revenue for the two products is found out to
be
R(q1, 42) = -5q1² - 8q22 – 29192 + 42q1 + 102q2.
Determine the quantities q1 and q2 that would maximize the revenue.
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