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A company produces computers. The demand equation for this computer is given by p(g) = - 5q + 6500. If the company has fixed costs of $4500 in a given month, and the variable costs are $500 per computer, what price should be charged in order to maximize profit? A L The price would be $ per item. (Make sure to round to two decimal places.) /1 /1 0/ 0/

A company produces computers. The demand equation for this computer is given by p(g) = - 5q + 6500. If the company has fixed costs of $4500 in a given month, and the variable costs are $500 per computer, what price should be charged in order to maximize profit? A L The price would be $ per item. (Make sure to round to two decimal places.) /1 /1 0/ 0/

College Algebra
College Algebra
10th Edition
ISBN:9781337282291
Author:Ron Larson
Publisher:Ron Larson
Chapter6: Systems Of Equations And Inequalities
Section6.2: Two-variable Linear Systems
Problem 9ECP
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A company produces computers. The demand equation for this computer is given by p(g) = - 5q + 6500. If the company has fixed costs of $4500 in a given month, and the variable costs are $500 per computer, what price should be charged in order to maximize profit? A The price would be $ per item. (Make sure to round to two decimal places.) /1) /1) 0/1 0/1 0/1 This c Term
Transcribed Image Text:A company produces computers. The demand equation for this computer is given by p(g) = - 5q + 6500. If the company has fixed costs of $4500 in a given month, and the variable costs are $500 per computer, what price should be charged in order to maximize profit? A The price would be $ per item. (Make sure to round to two decimal places.) /1) /1) 0/1 0/1 0/1 This c Term
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