Solve the problem. The marginal revenue from the sale of compact discs is given by R(x)-190-8x and R(0)-0, where R(x) is the revenue in dollars. Find the price-demand equation. Select one: A. p= 190x - 4x2 B. p= 190x - 8 C. p= 190x- 8x2 D. p= 190 - 4x

Solve the problem. The marginal revenue from the sale of compact discs is given by R(x)-190-8x and R(0)-0, where R(x) is the revenue in dollars. Find the price-demand equation. Select one: A. p= 190x - 4x2 B. p= 190x - 8 C. p= 190x- 8x2 D. p= 190 - 4x

College Algebra

1st Edition

ISBN:9781938168383

Author:Jay Abramson

Publisher:Jay Abramson

Chapter4: Linear Functions

Section4.2: Modeling With Linear Functions

Problem 52SE: Suppose the world’s oil reserves in 2014 are 1,820 billion barrels. If, on average, the total...

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Question

ademic Calendar My MCBS
Libraty Englishte-
Solve the problem.
The marginal revenue from the sale of compact discs is given by R(x)-190-8x and R(0)-0, where
R(x) is the revenue in dollars. Find the price-demand equation.
Select one:
A. p=190x – 4x2
B. p= 190x – 8
C. p= 190x- Sx2
D. p= 190 – 4x
Find the largest open interval where the function is changing as requested.

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