For the circuit in the figure supposev₁ = 20 cos(2000t -36.87°) Vv2 = 10 cos(5000t +16.26°) VOnode-voltage methodO mesh analysisOnodal analysisPart AWhat circuit analysis technique must be used to find the steady-state expression for vo(t)?ANSWER:superpositionVIPart BSelect the correct steady-state expression for v. (t).ANSWER:1 mHmOvo(t) = 31.6 cos (2000t - 34.7°) - 15.8 cos(5000t+55.3°) Vvo(t) = 31.6 cos (2000t+55.3°) - 15.8 cos(5000t-34.7°) Vvo(t) = 31.6 cos (2000t - 55.3°) - 15.8 cos(5000t+34.7°) VOvo(t) = 31.6 cos (2000t - 55.3°) +15.8 cos(5000t+34.7°) Vvo(t) = 31.6 cos (2000t+34.7°) - 15.8 cos(5000t - 55.3°) VOvo(t) = 31.6 cos (2000t-34.7°) +15.8 cos(5000t+55.3°) Vvo(t) = 31.6 cos (2000t+55.3°)+15.8 cos(5000t - 34.7°) Vvo(t) = 31.6 cos (2000t+34.7°) +15.8 cos(5000t - 55.3°) V+V, 100100 µFHE102

For the circuit in the figure suppose V₁ = 20 cos(2000t -36.87°) V v2 = 10 cos(5000t + 16.26°) V Part A What circuit analysis technique must be used to find the steady-state expression for v. (t)? ANSWER: Onode-voltage method Omesh analysis Onodal analysis O superposition Part B Select the correct steady-state expression for vo(t). ANSWER: Ovo(t) = 31.6 cos (2000t - 34.7°) - 15.8 cos(5000t+55.3°) V vo(t) = 31.6 cos (2000t+55.3°) - 15.8 cos(5000t - 34.7°) V Ovo(t) = 31.6 cos (2000t-55.3°) - 15.8 cos(5000t+34.7°) V Ovo(t) = 31.6 cos (2000t - 55.3°) +15.8 cos(5000t+34.7°) V vo(t) = 31.6 cos (2000t+34.7°) - 15.8 cos(5000t-55.3°) V vo(t) = 31.6 cos (2000t - 34.7°)+15.8 cos(5000t+55.3°) V vo(t) = 31.6 cos (2000t+55.3°)+15.8 cos(5000t - 34.7°) V = 31.6 cos (2000t+34.7°) +15.8 cos(5000t-55.3°) V : 1 mH m Ovo(t) + V, 10 n 100 µF HE 02

For the circuit in the figure suppose V₁ = 20 cos(2000t -36.87°) V v2 = 10 cos(5000t + 16.26°) V Part A What circuit analysis technique must be used to find the steady-state expression for v. (t)? ANSWER: Onode-voltage method Omesh analysis Onodal analysis O superposition Part B Select the correct steady-state expression for vo(t). ANSWER: Ovo(t) = 31.6 cos (2000t - 34.7°) - 15.8 cos(5000t+55.3°) V vo(t) = 31.6 cos (2000t+55.3°) - 15.8 cos(5000t - 34.7°) V Ovo(t) = 31.6 cos (2000t-55.3°) - 15.8 cos(5000t+34.7°) V Ovo(t) = 31.6 cos (2000t - 55.3°) +15.8 cos(5000t+34.7°) V vo(t) = 31.6 cos (2000t+34.7°) - 15.8 cos(5000t-55.3°) V vo(t) = 31.6 cos (2000t - 34.7°)+15.8 cos(5000t+55.3°) V vo(t) = 31.6 cos (2000t+55.3°)+15.8 cos(5000t - 34.7°) V = 31.6 cos (2000t+34.7°) +15.8 cos(5000t-55.3°) V : 1 mH m Ovo(t) + V, 10 n 100 µF HE 02

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

For the circuit in the figure suppose
v₁ = 20 cos(2000t -36.87°) V
v2 = 10 cos(5000t +16.26°) V
Onode-voltage method
O mesh analysis
Onodal analysis
Part A
What circuit analysis technique must be used to find the steady-state expression for vo(t)?
ANSWER:
superposition
VI
Part B
Select the correct steady-state expression for v. (t).
ANSWER:
1 mH
m
Ovo(t) = 31.6 cos (2000t - 34.7°) - 15.8 cos(5000t+55.3°) V
vo(t) = 31.6 cos (2000t+55.3°) - 15.8 cos(5000t-34.7°) V
vo(t) = 31.6 cos (2000t - 55.3°) - 15.8 cos(5000t+34.7°) V
Ovo(t) = 31.6 cos (2000t - 55.3°) +15.8 cos(5000t+34.7°) V
vo(t) = 31.6 cos (2000t+34.7°) - 15.8 cos(5000t - 55.3°) V
Ovo(t) = 31.6 cos (2000t-34.7°) +15.8 cos(5000t+55.3°) V
vo(t) = 31.6 cos (2000t+55.3°)+15.8 cos(5000t - 34.7°) V
vo(t) = 31.6 cos (2000t+34.7°) +15.8 cos(5000t - 55.3°) V
+
V, 100
100 µF
HE
102

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