Q4. Consider g(t) whose waveform and spectrum are illustrated as: g(t) G(f) 3 2 1 Assume fe 1400Hz. = 10 t/sec A 3A/4- A/2 A/4 0 4 8 12 16 20 24 28 32 36 Figure: Question 4. f/Hz (a) Sketch the signal waveform of s(t) = g(t) sin(27 fet). Note that your sketch does not have to be extremely accurate, but the shape of the envelop has to be clearly visualised. (b) Sketch the spectrum of s(t). (c) Suppose s(t) is filtered by an ideal LPF with cutoff frequency 1388Hz. Sketch the output spectrum.

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Publisher:Robert L. Boylestad
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Q4. Consider g(t) whose waveform and spectrum are illustrated as:
g(t)
G(f)
4
3
2
1
0
5
Assume fe 1400Hz.
=
10
t/sec
A
34/4
A/2
A/4
0 4 8
Figure: Question 4.
12 16 20 24 28 32 36
f/Hz
(a) Sketch the signal waveform of s(t) = g(t) sin(2n fet). Note that your sketch does not have
to be extremely accurate, but the shape of the envelop has to be clearly visualised.
(b) Sketch the spectrum of s(t).
(c) Suppose s(t) is filtered by an ideal LPF with cutoff frequency 1388Hz. Sketch the output
spectrum.
Transcribed Image Text:Q4. Consider g(t) whose waveform and spectrum are illustrated as: g(t) G(f) 4 3 2 1 0 5 Assume fe 1400Hz. = 10 t/sec A 34/4 A/2 A/4 0 4 8 Figure: Question 4. 12 16 20 24 28 32 36 f/Hz (a) Sketch the signal waveform of s(t) = g(t) sin(2n fet). Note that your sketch does not have to be extremely accurate, but the shape of the envelop has to be clearly visualised. (b) Sketch the spectrum of s(t). (c) Suppose s(t) is filtered by an ideal LPF with cutoff frequency 1388Hz. Sketch the output spectrum.
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