Question

For the circuit in the given figure. (i) Find $v_o(t)$ for $t > 0$. (ii) Determine the time necessary for the capacitor voltage to decay to one-third of its value at $t = 0$. Assume $C = 82 \mu F$. $t = 0$ $9 k\Omega$ $36 V$ $+$ $-$ $3 k\Omega$ $C =$ $+$ $v_o$ $-$ The voltage $v_o(t) = v_o(0)e^{-t/\tau}$, where $v_o(0) =$ V (Calculate to 2 decimal places)

          For the circuit in the given figure.
(i) Find $v_o(t)$ for $t > 0$.
(ii) Determine the time necessary for the capacitor voltage to decay to one-third of its value at $t = 0$. Assume $C = 82 \mu F$.
$t = 0$
$9 k\Omega$
$36 V$
$+$
$-$
$3 k\Omega$
$C =$
$+$
$v_o$
$-$
The voltage $v_o(t) = v_o(0)e^{-t/\tau}$, where
$v_o(0) =$
V (Calculate to 2 decimal places)

For the circuit in the given figure.
(i) Find vo(t) for t > 0.
(ii) Determine the time necessary for the capacitor voltage to decay to one-third of its value at t = 0. Assume C = 82 μ F.
t = 0
9 kΩ
36 V
+
-
3 kΩ
C =
+
vo
-
The voltage vo(t) = vo(0)e^-t/τ, where
vo(0) =
V (Calculate to 2 decimal places)

Added by Dawn M.

University Physics with Modern Physics

Hugh D. Young 14th Edition

Instant Answer

Solved by Expert Sri K

08/02/2023

Step 1

Also, the resistance values are given in kilo-ohms (kΩ). ** Show more…

Show all steps

Thanks for your feedback!

For the circuit in the given figure (i) Find vo(t) for t> 0. (ii) Determine the time necessary for the capacitor voltage to decay to one-third of its value at t = 0. Assume C=82 F t=0 9 kQ MMM 36 V 3 kQ U The voltage vo(t)=vo(0)e-t/T, where =(0)oa V (Calculate to 2 decimal places)