3. Consider the system given in the figure below. x.(t) v(t) = a? (t) v/n] y(t)...
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3. Consider the system given in the figure below. x.(t) v(t) = a? (t) v/n] y(t) (:)² C/D D/C T T Suppose that the Fourier transform of xe(t) is shown in the figure below. Xe(jn) 1 -2000T 20007 = 2?(t). Sketch V(j), V(ej"), and Find the largest value of T such that y(t) Y(jn) that are the Fourier transform of v(t), v[n] and y(t), respectively. а. 1 For the sampling period T = second, sketch V (ej), and Y(jSN). 3000 b. 3. Consider the system given in the figure below. x.(t) v(t) = a? (t) v/n] y(t) (:)² C/D D/C T T Suppose that the Fourier transform of xe(t) is shown in the figure below. Xe(jn) 1 -2000T 20007 = 2?(t). Sketch V(j), V(ej"), and Find the largest value of T such that y(t) Y(jn) that are the Fourier transform of v(t), v[n] and y(t), respectively. а. 1 For the sampling period T = second, sketch V (ej), and Y(jSN). 3000 b.
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Related Book For
Digital Signal Processing
ISBN: ?978-0133737622
3rd Edition
Authors: Jonh G. Proakis, Dimitris G.Manolakis
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