Exercise 23. If a compagny sells an item for p = 75 − 0.01x dollars each, and the cost of manufacturing x items is C(x) = 1850 + 28x − x^2 + 0.001x^3, find the production level which maximizes the profit. Round your answer to the nearest whole number. 23A) 710 (23B) 652 (23C) 844 (23D) 657

Algebra for College Students
10th Edition
ISBN:9781285195780
Author:Jerome E. Kaufmann, Karen L. Schwitters
Publisher:Jerome E. Kaufmann, Karen L. Schwitters
Chapter12: Algebra Of Matrices
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Exercise 23. If a compagny sells an item for p = 75 − 0.01x dollars each, and the cost of manufacturing x items is C(x) = 1850 + 28x − x^2 + 0.001x^3, find the production level which maximizes the profit. Round your answer to the nearest whole number.

23A) 710

(23B) 652

(23C) 844

(23D) 657

(23E) 683

Еxercise 23. Ifа compagпy sells an iteт for p 3D 75 — 0.01х dollars each,
and the cost of manufacturing x items is C(x) = 1850 + 28x – x² +0.001r³,
find the production level which marimizes the profit. Round your answer to
the nearest whole number.
(23A) 710
(23B) 652
(23C) 844
(23D) 657
(23E) 683
Transcribed Image Text:Еxercise 23. Ifа compagпy sells an iteт for p 3D 75 — 0.01х dollars each, and the cost of manufacturing x items is C(x) = 1850 + 28x – x² +0.001r³, find the production level which marimizes the profit. Round your answer to the nearest whole number. (23A) 710 (23B) 652 (23C) 844 (23D) 657 (23E) 683
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