16 0 t = 0 4 V 0.5 H 312.5 uF Vo Vs(t) = 4 V Constant voltage source Ve(t) = Vo(t) Voltage across capacitor %3D ic(t) Current flowing through the сараcitor inductance voltage across VL(t) iLlt) inductance Inductance current VR(t) Voltage across resistor İR(t) Current flowing through resistor Vc(0) 3 V Capacitor voltage at time t-0 After the switch has been open long enough, it is closed at t=0. Which of the following is the Laplace transform of the current ic(t)? Ir(t)? Vr(t)=? Vc(t)=?

Introductory Circuit Analysis (13th Edition)
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ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
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16 0
t = 0'
4 V
0.5 H
312.5 рF
Vs(t) = 4 V
Constant voltage source
Ve(t) = Vo(t)
Voltage across capacitor
ic(t)
Current flowing through the
сараcitor
inductance voltage across
VL(t)
ilt)
inductance Inductance current
VR(t)
Voltage across resistor
İR(t)
Current flowing through resistor
Vc(0) 3 V
Capacitor voltage at time t=0
After the switch has been open long enough, it is closed
at t=0. Which of the following is the Laplace transform
of the current ic(t)? ir(t)?
vr(t)=? Vc(t)=?
Transcribed Image Text:16 0 t = 0' 4 V 0.5 H 312.5 рF Vs(t) = 4 V Constant voltage source Ve(t) = Vo(t) Voltage across capacitor ic(t) Current flowing through the сараcitor inductance voltage across VL(t) ilt) inductance Inductance current VR(t) Voltage across resistor İR(t) Current flowing through resistor Vc(0) 3 V Capacitor voltage at time t=0 After the switch has been open long enough, it is closed at t=0. Which of the following is the Laplace transform of the current ic(t)? ir(t)? vr(t)=? Vc(t)=?
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