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Fourier Transform of f(t) = t h(t), where h(t) is the heaviside step function.
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\[\int\limits_{0}^{\infty} t e ^{iwt}dt\]
I can use mathematica. But I dont quite get how to get from this integral to the answer. Any help is appreciated
It seems to me that the integral doesn't exist - if you integrate by parts you end up with a term that is infinite at the upper limit (at least that is what I found, I could be wrong).
What did mathematica give you for a result?
Hint: your results from mathematica should tell you whether there is a problem with your integral
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