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The network shown in fig. has attained a steady state with the switch closed for $t<0$. At $t=0$, the switch is opened. obtain $i(t)$ for $t>0$
1 Answer
written 19 months ago by |
Solution:
$ \text { Draw ckt. for time } t\lt0 \quad[t=\overline{0}] $
Using $ C \cdot D \cdot R \\ $.
$ \begin{aligned} \\ I_0 =\frac{(3.6)(2.857)}{2.857+4} \\\\ I_0=1.5 \text { Amp } \\ \end{aligned} \\ $
$ \text { Draw ckt. for time } t\gt0 \\ $
This is simple …