Evaluating Definite Integrals: A Comparison and Explanation

In summary: The important thing is not the m. It's the ##\;e^{jx\cos\theta}\;## can never equal to ##\;e^{-jx\cos\theta}\;## except...
  • #36
andrien said:
I mean the thread is some below in this section of the forum.Also if you will use expansion of Sin(xCosθ),you will find that only odd m contribute and the extra minus sign outside Sin(xCosθ) will do the job.Just show it.

What do you mean by some below in this section?
 
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  • #38
andrien said:
I mean this one
https://www.physicsforums.com/showthread.php?t=702141
My horrible english.

Yes, I just visit and responded to the post. It's been a long road on this problem and I am glad I finally got my answer.

Thanks
 
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