3) In the following circuit, find vo(t) Consider: R₁=1 km2, R₂=2 km2, C₁-2000 μF, C₂ = 1000 μF, vi(t)- 5 cos (2t) volts Vi ANS: R1 C1 R2 C₂ R₂ Vo Ze-j 250, Z=-j 500 2, Inverting amplifier: Vo= (Z₂/Z₁) Vi Where: Z₂ = R₂ + Z₂; Z₁ = R₁ +Ze1; Vo= 10180° volts; vo(t) = 10 cos (2 t + 180°) volts

Introductory Circuit Analysis (13th Edition)
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ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
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3) In the following circuit, find vo(t)
Consider: R₁ = 1 kn,
R₂ = 2 kn,
R1 C₁
VH
ANS:
Vi.
R₂
ww
ANS:
4) In the following circuit, find vo(t)
Consider: R₁ = 1 ks,
R₂= 2 ks,
R₁
Ze-j 250, Z=-j 500 2, Inverting amplifier: Vo= (Z₂/Z₁) Vi
Where: Z₂ = R₂ + Z₂ Z₁ = R₁ + Zc1;
Vo= 10180° volts; vo(t) = 10 cos (2 t + 180°) volts
Ro
R2
C₁ = 2000 μF, C₂ = 1000 μF, vi(t)=5 cos (2t) volts
C₂
Vo
22.00G
Vo
H
JA
C₁ = 2000 μF, C₂ = 1000 µF, vi(t) = 2 cos (2t) volts
Ze1=-j 250 2, Ze2=-j 500 2, Non-Inverting Amplifier: Vo= (1 + Z2 /Z₁) Vi
Where: Z2 = R2 || Ze2 = (117-j 470); Z₁ = R₁ +Ze₁ = (1000 -j 250)
Vo = 2.572-18.6° volts; vo(t) = 2.57 cos (2 t-18.6°) volts
Transcribed Image Text:3) In the following circuit, find vo(t) Consider: R₁ = 1 kn, R₂ = 2 kn, R1 C₁ VH ANS: Vi. R₂ ww ANS: 4) In the following circuit, find vo(t) Consider: R₁ = 1 ks, R₂= 2 ks, R₁ Ze-j 250, Z=-j 500 2, Inverting amplifier: Vo= (Z₂/Z₁) Vi Where: Z₂ = R₂ + Z₂ Z₁ = R₁ + Zc1; Vo= 10180° volts; vo(t) = 10 cos (2 t + 180°) volts Ro R2 C₁ = 2000 μF, C₂ = 1000 μF, vi(t)=5 cos (2t) volts C₂ Vo 22.00G Vo H JA C₁ = 2000 μF, C₂ = 1000 µF, vi(t) = 2 cos (2t) volts Ze1=-j 250 2, Ze2=-j 500 2, Non-Inverting Amplifier: Vo= (1 + Z2 /Z₁) Vi Where: Z2 = R2 || Ze2 = (117-j 470); Z₁ = R₁ +Ze₁ = (1000 -j 250) Vo = 2.572-18.6° volts; vo(t) = 2.57 cos (2 t-18.6°) volts
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