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f6 23) A manufacturer finds that the cost of quality assurance is related to the number of inspections, x and y, it makes each day at two points, A and B, respectively, in its assembly process. The manufacturer must make 5 times as many inspections at point A than at point B. The cost of making these inspections s approximated by the function C(x, y) = 6x² + 3y² - 612x. How many inspections at each location should the manufacturer make to minimize costs? Do not find the cost. #0 - 17 7 4 + & r f8 IAA * C 1 U HIS 19 DII hp f10 f11 101 112 insert prt +

f6 23) A manufacturer finds that the cost of quality assurance is related to the number of inspections, x and y, it makes each day at two points, A and B, respectively, in its assembly process. The manufacturer must make 5 times as many inspections at point A than at point B. The cost of making these inspections s approximated by the function C(x, y) = 6x² + 3y² - 612x. How many inspections at each location should the manufacturer make to minimize costs? Do not find the cost. #0 - 17 7 4 + & r f8 IAA * C 1 U HIS 19 DII hp f10 f11 101 112 insert prt +

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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f6 23) A manufacturer finds that the cost of quality assurance is related to the number of inspections, x and y, it makes each day at two points, A and B, respectively, in its assembly process. The manufacturer must make 5 times as many inspections at point A than at point B. The cost of making these inspections s approximated by the function C(x, y) = 6x² + 3y² - 612x. How many inspections at each location should the manufacturer make to minimize costs? Do not find the cost. #0 - 17 7 4 + & r f8 IAA * C 1 U HIS 19 DII hp f10 f11 101 112 insert prt +
Transcribed Image Text:f6 23) A manufacturer finds that the cost of quality assurance is related to the number of inspections, x and y, it makes each day at two points, A and B, respectively, in its assembly process. The manufacturer must make 5 times as many inspections at point A than at point B. The cost of making these inspections s approximated by the function C(x, y) = 6x² + 3y² - 612x. How many inspections at each location should the manufacturer make to minimize costs? Do not find the cost. #0 - 17 7 4 + & r f8 IAA * C 1 U HIS 19 DII hp f10 f11 101 112 insert prt +
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