The monthly total revenue from a certain product sales of x unit is given as: R(x) =12x – 0.01x² R(x) in RM How many units should be sold every month to earn maximum revenue: What is the maximum revenue?

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter5: Inverse, Exponential, And Logarithmic Functions
Section: Chapter Questions
Problem 18T
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The monthly total revenue from a certain product sales of x unit is given as:
R(x) = 12x – 0.01x²
R(x) in RM
How many units should be sold every month to earn maximum revenue: What is the
maximum revenue?
8.
The average cost function to produce x unit of a certain product is given as:
C(x) = 20 – 0.06x+0.0002x²
R(x) in RM
How many units should be produced to minimize the average cost? Find the minimum
cost.
7.
Transcribed Image Text:The monthly total revenue from a certain product sales of x unit is given as: R(x) = 12x – 0.01x² R(x) in RM How many units should be sold every month to earn maximum revenue: What is the maximum revenue? 8. The average cost function to produce x unit of a certain product is given as: C(x) = 20 – 0.06x+0.0002x² R(x) in RM How many units should be produced to minimize the average cost? Find the minimum cost. 7.
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