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Commitc092c6b

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‎content/frequency_domain.rst‎

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@@ -289,10 +289,10 @@ Remember that we tuned the SDR to 100 MHz. So the signal that was at about 97.5
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From a mathematical perspective, negative frequencies can be seen by looking at the complex exponential function,:math:`e^{2j\pi f t}`. If we have a negative frequency, we can see that it will be a complex sinusoid that rotates in the opposite direction.
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..math::
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e^{2j\pi f t} =\cos(2j\pi f t) + j\sin(2j\pi f t)\quad\mathrm{\textcolor{blue}{blue}}
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e^{2j\pi f t} =\cos(2\pi f t) + j\sin(2\pi f t)\quad\mathrm{\textcolor{blue}{blue}}
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..math::
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e^{2j\pi (-f) t} =\cos(2j\pi f t) - j\sin(2j\pi f t)\quad\mathrm{\textcolor{red}{red}}
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e^{2j\pi (-f) t} =\cos(2\pi f t) - j\sin(2\pi f t)\quad\mathrm{\textcolor{red}{red}}
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..image::../_images/negative_freq_animation.gif
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:align:center

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