The marginal price for a weekly demand of x bottles of cough medicine in a drug store is -13,300 (5x + 40)2 given by P'(x) = Find the price- demand equation if the weekly demand is 125 when the price of a bottle of cough medicine is $4. What is the weekly demand (to the nearest bottle) when the price is $3? Select one: А. 5,320 p(x) = 347 bottles 5x +. 2,660 В. p(x) = + 8; 98 bottles 5x + 40 C. p(x): 2,660 169 bottles 5x + 40' 5,320 D. p(x) = - 4; 144 bottles 5x + 40
The marginal price for a weekly demand of x bottles of cough medicine in a drug store is -13,300 (5x + 40)2 given by P'(x) = Find the price- demand equation if the weekly demand is 125 when the price of a bottle of cough medicine is $4. What is the weekly demand (to the nearest bottle) when the price is $3? Select one: А. 5,320 p(x) = 347 bottles 5x +. 2,660 В. p(x) = + 8; 98 bottles 5x + 40 C. p(x): 2,660 169 bottles 5x + 40' 5,320 D. p(x) = - 4; 144 bottles 5x + 40
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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Transcribed Image Text:eduoasis.mcbs.edu.om/mod
11
2
Ked out
P Flag question
Solve the problem.
The marginal price for a weekly demand of x
bottles of cough medicine in a drug store is
-13,300
Find the price-
%3!
given by P'(x) =:
(5x + 40)2
demand equation if the weekly demand is
125 when the price of a bottle of cough
medicine is $4. What is the weekly demand
(to the nearest bottle) when the price is $3?
Select one:
O A.
5,320
347 bottles
P(x) = -
5x + 40'
B. p(x) =
2,660
+ 8; 98 bottles
5x + 40
O C. p(x) =
2,660
5x + 40'
169 bottles
%3D
5,320
D. p(x) =
5x + 40
4; 144 bottles
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