From Signals and Systems _ Alan V. Oppenheim
There's a property of fourier transform states as below.
Fourier transform of $\int_{-\infty}^\tau x(\tau) d\tau $ equals to $\frac{ X(j\omega)}{j\omega} + \pi \delta(\omega)X(0)$
Can someone prove this?
From Signals and Systems _ Alan V. Oppenheim
There's a property of fourier transform states as below.
Fourier transform of $\int_{-\infty}^\tau x(\tau) d\tau $ equals to $\frac{ X(j\omega)}{j\omega} + \pi \delta(\omega)X(0)$
Can someone prove this?
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