8 U Find iL(0-), v(0"), iL(0*), v(0*), - The switch in the circuit of Figure Q.3 has been at position 'a’ for a long time. At t = 0 s, the switch moves to position 'b'. Based on the circuit in Figure Q.3: (a) and di, (0) dt 3 UTM dt UTM (c) Write down the expression for ve(t) and let the constant type of response. Aj and A2). UTM O ITM UTM UTM 5 UTM UTM 5 UTM & UTM 4Ω UTM UTM UTM 3 UTM 8 mF 12 Q a I UTM b. UTM Mm 0.2 H H 24 V 6Ω UTM UTM v.(t) + 2Ω UTM TM & UTM UTM

Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
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Q.3
The switch in the circuit
moves to position 'b'. Based on the circuit in Figure Q.3:
(a)
long time. At
and
di, (0)
dt
dt
UTM U
UTM UTM
of
Write down the expression for ve(t) and let the constant
response.
Aj and A2).
UTM
UTM
UTM
UTM
UTM
UTM UTM UTM
4Ω
E UTM L
UTM G UTM 5 UTM
8 mF
12 2
а
UTM UTM
& UTM YUTM Mm.
g0.2 H
24 V
6Ω
UTM
Ve(t) +
2Ω
UTM 5 UTM
UTM TM UTM
UTM
UTM UTM
Transcribed Image Text:Q.3 The switch in the circuit moves to position 'b'. Based on the circuit in Figure Q.3: (a) long time. At and di, (0) dt dt UTM U UTM UTM of Write down the expression for ve(t) and let the constant response. Aj and A2). UTM UTM UTM UTM UTM UTM UTM UTM 4Ω E UTM L UTM G UTM 5 UTM 8 mF 12 2 а UTM UTM & UTM YUTM Mm. g0.2 H 24 V 6Ω UTM Ve(t) + 2Ω UTM 5 UTM UTM TM UTM UTM UTM UTM
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