If R(x) is the revenue earned by selling x gallons of paint, what is a correct interpretation of R' (30) = 14? After selling 14 gallons of paint, we will earn an additional revenue of 30 for selling the next gallon. O After selling 30 gallons of paint, we will earn an additional revenue of $14 for selling the next gallon. The revune from seeling 30 gallons of paint is $14. O After selling 14 gallons of paint, we will earn an additional revenue of $30 for selling the next thirty gallons After selling 30 gallons of paint, we will earn an additional revenue of $14 for selling the next thirty gallons. O O

Algebra for College Students
10th Edition
ISBN:9781285195780
Author:Jerome E. Kaufmann, Karen L. Schwitters
Publisher:Jerome E. Kaufmann, Karen L. Schwitters
Chapter8: Functions
Section8.7: Direct And Inverse Variation
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If R (x) is the revenue earned by selling x gallons of paint, what is a correct interpretation of R'(30) = 14?
After selling 14 gallons of paint, we will earn an additional revenue of 30 for selling the next gallon.
After selling 30 gallons of paint, we will earn an additional revenue of $14 for selling the next gallon.
The revune from seeling 30 gallons of paint is $14.
O After selling 14 gallons of paint, we will earn an additional revenue of $30 for selling the next thirty gallons
After selling 30 gallons of paint, we will earn an additional revenue of $14 for selling the next thirty gallons.
Transcribed Image Text:If R (x) is the revenue earned by selling x gallons of paint, what is a correct interpretation of R'(30) = 14? After selling 14 gallons of paint, we will earn an additional revenue of 30 for selling the next gallon. After selling 30 gallons of paint, we will earn an additional revenue of $14 for selling the next gallon. The revune from seeling 30 gallons of paint is $14. O After selling 14 gallons of paint, we will earn an additional revenue of $30 for selling the next thirty gallons After selling 30 gallons of paint, we will earn an additional revenue of $14 for selling the next thirty gallons.
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