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How do I integrate this function?
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I don't understand how the integral of this function becomes \[\int\limits_{-T/2}^{T/2} A e^{-j2\pi ft} dt = AT(\frac{ \sin(\pi fT) }{ \pi fT }\]
I got up to \[A/2 (\frac {e^{-j2\pi f (T/2) }} {-j2 \pi f (T/2)} - \frac {e^{-j2\pi f (-T/2) }} {-j2 \pi f (-T/2)} )\]
ignore the 2 under the A that was a typ
typo
sinx = (e^(jx) - e^(-jx)) / (2jx)
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helps ?
oh cool yeah it does thanks!
:)
oh except why is it sin(pi f T) and not sin(pi f (T/2))?
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