At price p > 0 dollars, it is estimated that d(p) = 1000- units of a drink will be sold in a p² +1 week. The revenue generated will then be R(p)=p-d(p) = 1000P p²+1' Find the critical point(s) of the revenue function R(p).

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter3: Linear And Nonlinear Functions
Section3.2: Zeros Of Linear Fumctions
Problem 53PFA
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000
43
1,094
NOV
3
W
At price p≥ 0 dollars, it is estimated that d(p) = 1000-
week. The revenue genera
will then be
R(p) = p.d(p) = 1000
Find the critical point (s) of the revenue function R(p).
tv
1
p² +1
N
р
p² + 1
اله
units of a drink will be sold in a
A
Aa
Transcribed Image Text:000 43 1,094 NOV 3 W At price p≥ 0 dollars, it is estimated that d(p) = 1000- week. The revenue genera will then be R(p) = p.d(p) = 1000 Find the critical point (s) of the revenue function R(p). tv 1 p² +1 N р p² + 1 اله units of a drink will be sold in a A Aa
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