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Letm(t) = sinc2(t) andmh(t) be its Hilbert transform. Denote the upper side band modulatedwaveform asxUSB(t) =Am(t) cos(2000πt)−Amh(t) sin(2000πt) (a) Sketch the Fourier transforms ofm(t) andmh(t). (b)
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Letm(t) = sinc2(t) andmh(t) be its Hilbert transform. Denote the upper side band modulatedwaveform asxUSB(t) =Am(t) cos(2000πt)−Amh(t) sin(2000πt)

(a) Sketch the Fourier transforms ofm(t) andmh(t).

(b) Sketch the Fourier transformX(f) of the complex baseband ofxUSB(t) with respectto carrier frequency 1000.

User Hayonj
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Answer:

The Hilbert transform we use in mathematics it usually apply on a function consisting of a real variable and produces another function of a real variable.

Step-by-step explanation:

Letm(t) = sinc2(t) andmh(t) be its Hilbert transform. Denote the upper side band modulatedwaveform-example-1
Letm(t) = sinc2(t) andmh(t) be its Hilbert transform. Denote the upper side band modulatedwaveform-example-2
User AfshinZavvar
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