Q1: A signal m(1)= cos(2pft) is multiplied by the signal c(t)= cos(2pf.t) where fm =1 Hz and f. = 5fm. Draw the followings. (a) the waveforms (time domain) of m(t), c(t) and the product m(t)c(t) (b) the double sided spectra (Fourier Transforms) of the three signals of (a). You may arrange your graphs such that the waveforms (time domain) are on the left side of the page and the spectra (frequency domain) are on the right. You may write the necessary equations to show how you decided the shape of the graphs.

Introductory Circuit Analysis (13th Edition)
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ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
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Q1: A signal m(1)= cos(2pft) is multiplied by the signal c(t)=
cos(2pf.t) where fm =1 Hz and f. = 5fm. Draw the followings.
(a) the waveforms (time domain) of m(t), c(t) and the product
m(t)c(t)
(b) the double sided spectra (Fourier Transforms) of the three
signals of (a).
You may arrange your graphs such that the waveforms (time
domain) are on the left side of the page and the spectra
(frequency domain) are
necessary equations to show how you decided the shape of the
graphs.
on the right. You may write the
Transcribed Image Text:Q1: A signal m(1)= cos(2pft) is multiplied by the signal c(t)= cos(2pf.t) where fm =1 Hz and f. = 5fm. Draw the followings. (a) the waveforms (time domain) of m(t), c(t) and the product m(t)c(t) (b) the double sided spectra (Fourier Transforms) of the three signals of (a). You may arrange your graphs such that the waveforms (time domain) are on the left side of the page and the spectra (frequency domain) are necessary equations to show how you decided the shape of the graphs. on the right. You may write the
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