a) In digital signal processing, it is important to be able to analyse a signal in time and frequency domain. For the time domain signal below, derive mathematically, from Fourier Transform, the equivalent signal in frequency domain and draw the resultant frequency domain if A=4V and T=100 ms up to the third zero crossings. A T= T/2 T T Additionally, describe the frequency spectra when r = and 4 draw the resultant spectra up to the third zero crossings.

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a) In digital signal processing, it is important to be able to
analyse a signal in time and frequency domain. For the time
domain signal below, derive mathematically, from Fourier
Transform, the equivalent signal in frequency domain and
draw the resultant frequency domain if A=4V and T=100 ms
up to the third zero crossings.
A
1= T/2
T
T
and
4
Additionally, describe the frequency spectra when
draw the resultant spectra up to the third zero crossings.
Transcribed Image Text:a) In digital signal processing, it is important to be able to analyse a signal in time and frequency domain. For the time domain signal below, derive mathematically, from Fourier Transform, the equivalent signal in frequency domain and draw the resultant frequency domain if A=4V and T=100 ms up to the third zero crossings. A 1= T/2 T T and 4 Additionally, describe the frequency spectra when draw the resultant spectra up to the third zero crossings.
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