4. UMF 6.48 with the addition of also finding and plotting v.(t) You may choose to do this by either time-domain or Laplace methods, but make your approach clear. *6.48 After closing the switch in the circuit of Fig. P6.48 at t = 0, it was reopened at t = 1 ms. Determine ic(t) and plot its waveform for t≥ 0. Assume no energy was stored in either L or C prior to t = 0. 20 V(+ 200 £2 (= 1 ms 1=0 32.5 H Lic = 2.5 μF Figure P6.48: Circuit for Problem 6.48.

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4. UMF 6.48 with the addition of also finding and plotting v.(t)
You may choose to do this by either time-domain or Laplace methods, but make your approach
clear.
*6.48 After closing the switch in the circuit of Fig. P6.48 at
t = 0, it was reopened at r= 1 ms. Determine ic(t) and plot
its waveform for t2 0. Assume no energy was stored in either
L or C prior to t= 0.
20 V(+
200 £2
(= 1 ms
1=0
32.5 H
Lic
= 2.5 μF
Figure P6.48: Circuit for Problem 6.48.
Transcribed Image Text:4. UMF 6.48 with the addition of also finding and plotting v.(t) You may choose to do this by either time-domain or Laplace methods, but make your approach clear. *6.48 After closing the switch in the circuit of Fig. P6.48 at t = 0, it was reopened at r= 1 ms. Determine ic(t) and plot its waveform for t2 0. Assume no energy was stored in either L or C prior to t= 0. 20 V(+ 200 £2 (= 1 ms 1=0 32.5 H Lic = 2.5 μF Figure P6.48: Circuit for Problem 6.48.
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