Given ₁ [n] = () 2u[n- 3]use DTFT to x a) [ find the signal X₁(e). b) [ Given x₂[n] = 8[n+3] - 36[n - 3] + [n+ 4], use DTFT to find the signal X₂ (ej). Given X3(e) = c) [ to find the signal a3[n] use inverse DTFT

Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
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Question-2
Answer the following:
a) [
find the signal X₁(e).
Given ri[n] = () 2u[n - 3],use DTFT to
b) [
Given
x2[n] = 8[n+3] -38[n- 3] +8[n+ 4], use DTFT to
find the signal X₂(e).
Given X3(e) =
c) [
to find the signal #3 [n].
d) [
DTFT to find the signal a[n].
fur
use inverse DTFT
Given X4(e) = 5+2cos (5w), use inverse
Transcribed Image Text:Question-2 Answer the following: a) [ find the signal X₁(e). Given ri[n] = () 2u[n - 3],use DTFT to b) [ Given x2[n] = 8[n+3] -38[n- 3] +8[n+ 4], use DTFT to find the signal X₂(e). Given X3(e) = c) [ to find the signal #3 [n]. d) [ DTFT to find the signal a[n]. fur use inverse DTFT Given X4(e) = 5+2cos (5w), use inverse
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