c(t) = Acos(8000nt) re) = (2 cos(400nt) +4 sin (500mt +) ct) and Find F(W), which is the Fourier transformconjugate of the given function f (t), and Drawthe frequency spectrum.

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c(t) = Acos(8000nt)
f(t) = (2 cos(400rt) +4 sin (500nt +) c(t)
%3D
and
Find F(W), which is the Fourier transformconjugate of the given function f (t), and Drawthe
frequency spectrum.
Hint:
cos(a) cos(b) = 1/2[cos(a – b) + cos(a + b)],
cos(a) sin(b) = 1/2[-sin(a - b) + sin(a + b)],
etjuat + 2n8(w F wo)
- sin(a) = cos(a -), sin(a) = cos(a -).
cos(-a) = cos(a), -cos(a) = cos(a – n)
Transcribed Image Text:c(t) = Acos(8000nt) f(t) = (2 cos(400rt) +4 sin (500nt +) c(t) %3D and Find F(W), which is the Fourier transformconjugate of the given function f (t), and Drawthe frequency spectrum. Hint: cos(a) cos(b) = 1/2[cos(a – b) + cos(a + b)], cos(a) sin(b) = 1/2[-sin(a - b) + sin(a + b)], etjuat + 2n8(w F wo) - sin(a) = cos(a -), sin(a) = cos(a -). cos(-a) = cos(a), -cos(a) = cos(a – n)
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