I am given: where f is an even function and F is its Fourier series. I have to prove that F is an odd function but I don't know where to start, however I am pretty sure I will need integral substitution.
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Originally Posted by mathieumg I am given: where f is an even function and F is its Fourier series. I have to prove that F is an odd function but I don't know where to start, however I am pretty sure I will need integral substitution. so we need to show that so let start with let but is even so
Thanks a lot!
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