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The marginal revenue function for selling x units is 10 + 4x. Find the increase in revenue if selling is increased from 10 to 12 units.

The marginal revenue function for selling x units is 10 + 4x. Find the increase in revenue if selling is increased from 10 to 12 units.

Advanced Engineering Mathematics
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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The marginal revenue function for selling x units is 10 + 4x. Find the increase in revenue if selling is increased from 10 to 12 units. 4. 5. It is estimated the size of a population of a town A changes at the rate of 2+ 4 people per month. If the current population is 20,000, what will the population be in 10 months? t 6. The marginal cost of production is found to be: C'(x) = 2x° + 80x³ + 800x Where x is the number of units produced. The fixed cost is RM15,000. Find the cost function.
Transcribed Image Text:The marginal revenue function for selling x units is 10 + 4x. Find the increase in revenue if selling is increased from 10 to 12 units. 4. 5. It is estimated the size of a population of a town A changes at the rate of 2+ 4 people per month. If the current population is 20,000, what will the population be in 10 months? t 6. The marginal cost of production is found to be: C'(x) = 2x° + 80x³ + 800x Where x is the number of units produced. The fixed cost is RM15,000. Find the cost function.
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