I have been trying to solve the inverse fourier transform:(adsbygoogle = window.adsbygoogle || []).push({});

[itex]\int_{-\infty}^{\infty}\left[e^{-j2\pi ft_0}e^{j\theta}\right]e^{j2\pi ft}df[/itex]

I know that the fourier transform pair says

[itex]e^{-j2\pi ft_0}e^{j\theta} \leftrightarrow \delta(t-t_0)[/itex]

but the extra phase term [itex]e^{j\theta}[/itex] makes it so I can't use this pair. Can I just consider it a constant? If so, then it gives me a weird time based function of an imaginary number.

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# Stuck on inverse fourier transform pair

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