Consider the sinusoidal signal x(t)= cos 20ta) Find the value of sampling interval ? ? such that x[n]=x(n? ? ) is a periodicsequence.b) Find the fundamental period of x[n]=x(n? ? ) if ? ? = 0.1π seconds. Question TwoConsider the sinusoidal signal x(t)= cos 20ta) Find the value of sampling interval Ts such that x[n]=x(nTs ) is a periodicsequence.b) Find the fundamental period of x[n]=x(n7s ) if T's= 0.1n seconds.

Given that xt=cos20t (a) Although x{n]=xnTs plugging t=nTs xnTS=cos20nTSxn=cos20nTS if x[n] is…

Question Two Consider the sinusoidal signal x(t)= cos 20t a) Find the value of sampling interval Ts such that x[n]=x(n7s ) is a periodic sequence. b) Find the fundamental period of x[n]=x(nTs ) if Ts = 0.1n seconds.

Question Two Consider the sinusoidal signal x(t)= cos 20t a) Find the value of sampling interval Ts such that x[n]=x(n7s ) is a periodic sequence. b) Find the fundamental period of x[n]=x(nTs ) if Ts = 0.1n seconds.

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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Consider the sinusoidal signal x(t)= cos 20t
a) Find the value of sampling interval ? ? such that x[n]=x(n? ? ) is a periodic
sequence.
b) Find the fundamental period of x[n]=x(n? ? ) if ? ? = 0.1π seconds.

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