Refer to the circuit as shown in Figure Ql and assume that the circuit has reached a steady-state before the switch was thrown QI. (a) Draw the equivalent circuit at t=0. (b) Using nodal theorem, determine i, (0) and i,(0) (c) Given i(t) = i(0) +[i(0*)–i(∞)]e, (i) Find i, (0") for t>0. (ii) Find i,(0) for t>0. (d) Plot the response, i,(t) versus time including the time interval just before opening the switch. 12V 50 1H 10V +, 3100 t = 0 i,(1) Figure QI

Introductory Circuit Analysis (13th Edition)
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Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
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Please refer to the image below tq

Refer to the circuit as shown in Figure Ql and assume that the circuit has reached a
steady-state before the switch was thrown
QI.
(a)
Draw the equivalent circuit at t=0.
(b)
Using nodal theorem, determine i, (0) and i,(0)
(c)
Given i(t) = i(0) +[i(0*)–i(∞)]e,
(i) Find i,(0) for t>0.
(ii) Find i,(0) for t>0.
(d)
Plot the response, i,(t) versus time including the time interval just before
opening the switch.
12V
50
1H
10V
3100
10Ω
t = 0
i,(1)
Figure Ql
+
Transcribed Image Text:Refer to the circuit as shown in Figure Ql and assume that the circuit has reached a steady-state before the switch was thrown QI. (a) Draw the equivalent circuit at t=0. (b) Using nodal theorem, determine i, (0) and i,(0) (c) Given i(t) = i(0) +[i(0*)–i(∞)]e, (i) Find i,(0) for t>0. (ii) Find i,(0) for t>0. (d) Plot the response, i,(t) versus time including the time interval just before opening the switch. 12V 50 1H 10V 3100 10Ω t = 0 i,(1) Figure Ql +
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