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With the help of Fourier analysis, prove that rectangular pulse consists of infinite number of frequencies

With the help of Fourier analysis, prove that rectangular pulse consists of infinite number of frequencies

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Fourier Analysis of Rectangular Pulse

To prove that a Rectangular Pulse consists of an infinite number of frequencies, first consider a rectangular pulse shown in the below figure:

Rectangular Pulse

To do a Fourier Analysis of this rectangular pulse let's find the Fourier transform of this signal.

The Equation of Fourier Transform …

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