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A company produces two products. After considering all cost, the company profit (in RM) is given by 1 P(x, y) = 1 1 P(r. v) = - - - 5ry + 130x + 145y – 1500, where x and y denote the number of the two products produced per week. Determine how many product x and y should be produced per week to maximize it's profit.

A company produces two products. After considering all cost, the company profit (in RM) is given by 1 P(x, y) = 1 1 P(r. v) = - - - 5ry + 130x + 145y – 1500, where x and y denote the number of the two products produced per week. Determine how many product x and y should be produced per week to maximize it's profit.

Advanced Engineering Mathematics
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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UTM A company produces two products. After considering all cost, the company profit (in RM) is given by P(z, y) = - - 1 1. + 130x + 145y – 1500, 1 8. where x and y denote the number of the two products produced per week. Determine how many product x and y should be produced per week to maximize it's profit.
Transcribed Image Text:UTM A company produces two products. After considering all cost, the company profit (in RM) is given by P(z, y) = - - 1 1. + 130x + 145y – 1500, 1 8. where x and y denote the number of the two products produced per week. Determine how many product x and y should be produced per week to maximize it's profit.
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