3. Find the capacitor voltage for t<0 and t>0 for the circuit in figure below: 302 292 12 V 10 V 4. Obtain the inductor current for both t<0 and t>0 in the circuit below: 5A 2023 (b) di(0*)/dt and dv(0*)/dt. (c) i(00) and v(00). 1+ 12 V 4V 5. For the circuit shown in figure below, find: (a) i(0*) and v(0*). 24 V 402 1=0 602 Xt=0 6 Ω 2H 1=0 www A 3F 1=0 6. In the circuit of figure below, the switch instantaneously moves from position A to B at t = 0. Find v(t) for all t 2 0. 1052 492 0.4 F 2H 302 0.25 H 0.04 F

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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do question 5

3.
4.
Find the capacitor voltage for t<0 and t>0 for the circuit in figure below:
3902
12 V (+
5 A
10 V +
Obtain the inductor current for both t<0 and t>0 in the circuit below:
ΖΩΣ
4A4
4V (+)
12 V (+)
5. For the circuit shown in figure below, find:
(a) i(0*) and v(0*).
(b) di(0*)/dt and dv(0*)/dt,
(c) i(oo) and v(00).
24 V +
4922
t=0
6023
Xt=0
6023
2H
A
1=0
O
222
www
t=0
+
3F V
6. In the circuit of figure below, the switch instantaneously moves from position A to B
at t = 0. Find v(t) for all t≥ 0.
3 10 92
4ΩΣ
0.4 F
"
2H
392
0.25 H
m
0.04 F(0)
7. The switch in the figure below moves from position A to position B at t = 0.
Determine i(t) for t > 0.
A
-t=0
B
+F
20 2 -10 mF 10 2 30.25 H
Ω
:
i(t)
Transcribed Image Text:3. 4. Find the capacitor voltage for t<0 and t>0 for the circuit in figure below: 3902 12 V (+ 5 A 10 V + Obtain the inductor current for both t<0 and t>0 in the circuit below: ΖΩΣ 4A4 4V (+) 12 V (+) 5. For the circuit shown in figure below, find: (a) i(0*) and v(0*). (b) di(0*)/dt and dv(0*)/dt, (c) i(oo) and v(00). 24 V + 4922 t=0 6023 Xt=0 6023 2H A 1=0 O 222 www t=0 + 3F V 6. In the circuit of figure below, the switch instantaneously moves from position A to B at t = 0. Find v(t) for all t≥ 0. 3 10 92 4ΩΣ 0.4 F " 2H 392 0.25 H m 0.04 F(0) 7. The switch in the figure below moves from position A to position B at t = 0. Determine i(t) for t > 0. A -t=0 B +F 20 2 -10 mF 10 2 30.25 H Ω : i(t)
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