ainster31
- 158
- 1
The discussion revolves around a definite integral problem involving Fourier series. Participants are attempting to clarify the statement that needs to be proven and the specific computations related to the coefficients involved.
Some participants are providing guidance on simplifying expressions and checking calculations. There appears to be an ongoing exploration of the problem, with no explicit consensus reached on the correct approach or solution.
There is mention of the original poster's results not matching the expected solution, and participants are discussing the complexity of the Fourier series problems involved.
R136a1 said:Could you write some sentences too? You just posted a bunch of equations. So, could you tell us exactly the statement that needs to be proven. Tell us in words what you did. Tell us exactly where you are stuck.
Office_Shredder said:You got the same answer, just cancel the positive and negative
[tex]\frac{2}{n\pi} \cos\left( \frac{n\pi}{2} \right)[/tex]
that you have