The four capacitors in the circuit in Fig. P6.29 are con- nected across the terminals of a black box at t = 0. The resulting current i, for t > 0 is known to be i, = -5e"50* mA. v,(0) = -20 V, v(0) = 250 V, find the following for t 0: (a) vs(t). (b) v.(1). (c) v.(1), (d) v.(t), (e) i (1), and (f) iz(t). If v.(0) = -30 V, and Figure P6.29 HE 5 µF 1 = 0 Black box 200 nF? 800 nF 125 μF

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6.29 The four capacitors in the circuit in Fig. P6.29 are con-
nected across the terminals of a black box at t = 0.
The resulting current i, for t > 0 is known to be
i, =
- 5e-50 mA.
= -20 V,
v,(0)
va(0) = 250 V, find the following for t z 0: (a) vp(t).
(b) v.(t), (c) v.(1), (d) va(t), (e) i¡(t), and (f) i>(t).
If
v.(0) = -30 V,
and
%3!
Figure P6.29
+
HE
5 µF
Black
box
200 nF
800 nF
+
HE
1.25 μF
+
Transcribed Image Text:6.29 The four capacitors in the circuit in Fig. P6.29 are con- nected across the terminals of a black box at t = 0. The resulting current i, for t > 0 is known to be i, = - 5e-50 mA. = -20 V, v,(0) va(0) = 250 V, find the following for t z 0: (a) vp(t). (b) v.(t), (c) v.(1), (d) va(t), (e) i¡(t), and (f) i>(t). If v.(0) = -30 V, and %3! Figure P6.29 + HE 5 µF Black box 200 nF 800 nF + HE 1.25 μF +
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