Solving y=e^nx: What's the Result of d^ny/dx^n?

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Homework Help Overview

The problem involves differentiating the function y=e^nx a specified number of times, specifically asking for the nth derivative.

Discussion Character

  • Conceptual clarification, Assumption checking

Approaches and Questions Raised

  • Participants discuss the interpretation of the problem, particularly the misunderstanding regarding the number of times differentiation is to be performed.

Discussion Status

There is an acknowledgment of a misunderstanding regarding the differentiation process, with participants clarifying the requirement to differentiate n times rather than assuming a second derivative. This has led to a more focused discussion on the correct interpretation of the problem.

Contextual Notes

Some participants reflect on the importance of not making assumptions about the problem's requirements, indicating a potential gap in understanding the notation used in the question.

ludi_srbin
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The problem says that if y=e^nx, then d^ny/dx^n=?

I got that the result is n^2e^nx, but it is not among the offered choices. Can someone tell what did I mess up? Thanks.
 
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You're not differentiating twice, like you did ([tex]n^{2}e^{nx}[/tex]), but "n" number of times.
 
Poop-Loops said:
You're not differentiating twice, like you did ([tex]n^{2}e^{nx}[/tex]), but "n" number of times.


Oh I see. I guess I shouldn't have assumed that it is a second derivative. Thanks for the help.:smile:
 
ludi_srbin said:
Oh I see. I guess I shouldn't have assumed that it is a second derivative. Thanks for the help.:smile:

Yes, in general it is a mistake to assume something when you are told differently!
 

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