A sales team estimates that the number of hew phones it will sell is a function of the orice that it sets. It estimates that if it sets the price at x dollars, it will sell (x) = 3,232 – 8x phones. Therefore, the company's revenue is x · (3,232 – 8x). Find he price x that will maximize the company's - revenue.
A sales team estimates that the number of hew phones it will sell is a function of the orice that it sets. It estimates that if it sets the price at x dollars, it will sell (x) = 3,232 – 8x phones. Therefore, the company's revenue is x · (3,232 – 8x). Find he price x that will maximize the company's - revenue.
Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter9: Quadratic Functions And Equations
Section9.8: Analyzing Functions With Successive Differences
Problem 26PPS
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A sales team estimates that the number of
new phones it will sell is a function of the
price that it sets. It estimates that if it sets the
price at x dollars, it will sell
f(x) = 3,232 – 8x phones. Therefore, the
company's revenue is x · (3,232 – 8x). Find
the price x that will maximize the company's
revenue.
Select the correct answer below:
O 206
O 222
O 204
O 226
O 202
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