b.Find discrete time signal x[n] obtained when sampling x (t) with 2, =1607 . Sketchx[n] over the range of 0 [1] For a continuous time signalx,(1) = cos (2,1) where Q, = 2007

Given the continuous-time signal: xc(t)=cos(200πt) b) We need to find the discrete-time signal x(n)…

b. Find discrete time signal x[n] obtained when sampling x_(1) with N, =1607 . Sketch x[n] over the range of 0sns7 Let x,(1) be continuous time representation of x[n] obtained in b. Sketch X,(N), с. continuous time Fourier transform of x,(1), over the range of –0.52,

b. Find discrete time signal x[n] obtained when sampling x_(1) with N, =1607 . Sketch x[n] over the range of 0sns7 Let x,(1) be continuous time representation of x[n] obtained in b. Sketch X,(N), с. continuous time Fourier transform of x,(1), over the range of –0.52,

Introductory Circuit Analysis (13th Edition)

13th Edition

ISBN:9780133923605

Author:Robert L. Boylestad

Publisher:Robert L. Boylestad

Chapter1: Introduction

Section: Chapter Questions

Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...

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Question

b.
Find discrete time signal x[n] obtained when sampling x (t) with 2, =1607 . Sketch
x[n] over the range of 0<ns7
Let x,(1) be continuous time representation of x[n] obtained in b. Sketch X,(N),
с.
continuous time Fourier transform of x,(1), over the range of -0.52, < N<0.52,.
Let X,M)=TX,(M)rect
Ω
where Tis the sampling period for N, =1607 . Obtain
Ω.
d.
â (1), the inverse Fourier transform of X_(N). Also, show that f n] x¸(nT) is the same as x[n]that
you obtained in b.

[1] For a continuous time signal
x,(1) = cos (2,1) where Q, = 2007

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