Understanding Fourier Series: Solving a Tricky Question with Step-by-Step Guide

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Discussion Overview

The discussion revolves around solving a specific problem related to Fourier series, particularly focusing on a challenging part of the question. Participants are sharing their approaches and seeking assistance with the steps involved in deriving the Fourier series.

Discussion Character

  • Homework-related

Main Points Raised

  • One participant expresses difficulty with part 3 of a question after completing part 2, indicating a need for help.
  • Another participant suggests that the solution to part 2 could be beneficial for addressing part 3.
  • A third participant shares their result for the Fourier series, noting the presence of a 1/n^2 term, which they believe is a positive aspect of their solution.
  • A later reply advises choosing an appropriate value for x, implying that this choice may influence the solution process.

Areas of Agreement / Disagreement

The discussion does not present a consensus, as participants are at different stages of solving the problem and are sharing various insights without resolving the overall question.

Contextual Notes

There are limitations in the discussion, such as the lack of detailed information on the assumptions made in the Fourier series derivation and the specific requirements of part 3 that remain unclear.

VooDoo
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hey guys,

I got this question that I am a bit stuck on. I have done question two and got the Fourier series, but have no idea how to do part 3. Any help is very appreciated.
http://img453.imageshack.us/img453/5103/file2yp2.jpg
 
Last edited by a moderator:
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What did you get for exercise 2? That will probably be quite useful information for solving 3!
 
Hi, I got the following for my Fourier series. I have a 1/n^2 term in there which looks good.
http://img392.imageshack.us/img392/5124/11111je7.jpg
 
Last edited by a moderator:
Choose an appropriate x.
 

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