Consider the following revenue function, where R is measured in dollars. R = 49x - 1.5x2 dR Find the marginal revenue, dx dR = -3x + 49 dx Use differentials to approximate the change in revenue corresponding to an increase in sales of one unit when x = 15. (Round your answer in dollars to the nearest cent.) $ Find the actual change in revenue corresponding to an increase in sales of one unit when x = 15. (Round your answer in dollars to the nearest cent.)

Functions and Change: A Modeling Approach to College Algebra (MindTap Course List)
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ISBN:9781337111348
Author:Bruce Crauder, Benny Evans, Alan Noell
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Chapter2: Graphical And Tabular Analysis
Section2.1: Tables And Trends
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Consider the following revenue function, where R is measured in dollars.
R = 49x − 1.5x2
Find the marginal revenue, 
dR
dx
.
Consider the following revenue function, where R is measured in dollars.
R = 49x – 1.5x2
dR
Find the marginal revenue,
dx
dR
—Зх + 49
dx
Use differentials to approximate the change in revenue corresponding to an increase in sales of one unit when x = 15. (Round your answer in dollars to the nearest cent.)
$
Find the actual change in revenue corresponding to an increase in sales of one unit when x = 15. (Round your answer in dollars to the nearest cent.)
Transcribed Image Text:Consider the following revenue function, where R is measured in dollars. R = 49x – 1.5x2 dR Find the marginal revenue, dx dR —Зх + 49 dx Use differentials to approximate the change in revenue corresponding to an increase in sales of one unit when x = 15. (Round your answer in dollars to the nearest cent.) $ Find the actual change in revenue corresponding to an increase in sales of one unit when x = 15. (Round your answer in dollars to the nearest cent.)
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