g:(t) y:(t) Q2: Given that: 91(t) = 8(t) H1(f) |H:(f)| y(t) 1 9:(1) = 5 [IG6) g2(t) y2(t) H2(f) f(Hz) H2(f) = I () 1. Sketch amplitude spectrum of: G(f), G2(f), H2(f), Y1(f), Y2(f) and Y(f) 2. Find the Bandwidth of: y1(t), y2(t) & y(t) 20000) -30k -20k 20k 30k

Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
Section: Chapter Questions
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g1(t)
y:(t)
Q2: Given that:
91(t) = 8(t)
H1(f)
|H:(f)|
y(t)
1
9:(t) = 5|I(10-)
g2(t)
y2(t)
H2(f)
f(Hz)
H;(f) = II 0)
1. Sketch amplitude spectrum of: G1(f), G2(f), H2(f), Y1(f), Y2(f) and Y(f)
2. Find the Bandwidth of: y1(t), y2(t) & y(t)
20000
-30k
-20k
20k
30k
Transcribed Image Text:g1(t) y:(t) Q2: Given that: 91(t) = 8(t) H1(f) |H:(f)| y(t) 1 9:(t) = 5|I(10-) g2(t) y2(t) H2(f) f(Hz) H;(f) = II 0) 1. Sketch amplitude spectrum of: G1(f), G2(f), H2(f), Y1(f), Y2(f) and Y(f) 2. Find the Bandwidth of: y1(t), y2(t) & y(t) 20000 -30k -20k 20k 30k
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