I am supposed to find a Fourier series of a following function I have tried a number of different ideas but have been unable to solve it:
$$f(x)=\frac{1}{e^2 \cdot e^{\cos(x)}-1}$$
Fourier series of a following function
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fourier-analysis
fourier-series
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0Do you mean: $$f(x)=\frac{1}{e^2 \cdot e^{\cos(x)}-1}$$ – 2017-01-21
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0Yes actually I was not sure how to format the text correctly will try to fix it now,thank you. – 2017-01-21
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0For your information, you can fix the dot product with "\cdot" and the powers by doing this: "e^{\cos(x)}" – 2017-01-21