c. If you own a company that sells shoes and your marginal revenue (in Ringgit Malaysia) from the sale of x shoes is given by: R'(x) = Ax(x? + 26191)-2/3, where A is an integer with a value between 13 and 20. Given that the revenue from selling 50 shoes is RM 12,300, determine whether you want to sell it in low volume or high volume. Justify your answers.

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
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Please help me with the question in the attachment :( Thanks in advance

If you own a company that sells shoes and your marginal revenue
C.
(in Ringgit Malaysia) from the sale of x shoes is given by:
R'(x) = Ax(x² + 26191)-2/3,
where A is an integer with a value between 13 and 20. Given that the
revenue from selling 50 shoes is RM 12,300, determine whether you
want to sell it in low volume or high volume. Justify your answers.
Transcribed Image Text:If you own a company that sells shoes and your marginal revenue C. (in Ringgit Malaysia) from the sale of x shoes is given by: R'(x) = Ax(x² + 26191)-2/3, where A is an integer with a value between 13 and 20. Given that the revenue from selling 50 shoes is RM 12,300, determine whether you want to sell it in low volume or high volume. Justify your answers.
Expert Solution
Step 1

Given Marginal revenue from the sale of x shoes is given by,

R'x=Axx2+26191-23

Here A is an integer with a value between 13 and 20.

 

Step 2

Now take

R'x=Axx2+26191-23

Integrate with respect to x,

Rx=Axx2+26191-23dx+C

Here C is an integration constant.

Rx=32Ax2+2619113+C

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