**Question #3:**In the circuit below, let \( i_s = 30e^{-2t} \) mA and \( v_1(0) = 50 \) V, \( v_2(0) = 20 \) V. Find \( v_1(t) \) and \( v_2(t) \) at \( t = 0.5 \) seconds. Also, find the energy in the \( 20 \ \mu F \) capacitor at \( t = 0.5 \) sec given that \( C_1 = 12 \ \mu F \), and \( C_2 = 40 \ \mu F \).**Circuit Diagram:**``` +───────+ | | | C1 | | | v1 | | | 20 μF | | i_s | | | | C2 | | +───────+ +----v2----+```In the above circuit, \( i_s \) is the current source, \( C_1 \) and \( C_2 \) are capacitors, and \( v_1 \) and \( v_2 \) are the voltages across the capacitors.### Provide Answers:- **\( v_1 \) (@ 0.5 s in V):** _______________- **\( v_2 \) (@ 0.5 s in V):** _______________- **\( \omega_{20 \mu F} \) (@ 0.5 s in J):** _______________

Given circuit is = Given values are =

-2t Q #3: In the circuit below, let i, =30e mA and vi(0) = 50 V, v2(0) = 20 V. Find vi(t) and v2(t) %3D %3D at t= 0.5 seconds. Also find the energy in the 20 µF capacitor at t= 0.5 sec given that Ci = 12 µF, and C2= 40 µF. C1 20 µF C2 Provide Answer for vi (@ 0.5 s in V): Provide Answer for v2 (@ 0.5 s in V): Provide Answer for @204F (@ 0.5 s in J):

-2t Q #3: In the circuit below, let i, =30e mA and vi(0) = 50 V, v2(0) = 20 V. Find vi(t) and v2(t) %3D %3D at t= 0.5 seconds. Also find the energy in the 20 µF capacitor at t= 0.5 sec given that Ci = 12 µF, and C2= 40 µF. C1 20 µF C2 Provide Answer for vi (@ 0.5 s in V): Provide Answer for v2 (@ 0.5 s in V): Provide Answer for @204F (@ 0.5 s in J):

Introductory Circuit Analysis (13th Edition)

13th Edition

ISBN:9780133923605

Author:Robert L. Boylestad

Publisher:Robert L. Boylestad

Chapter1: Introduction

Section: Chapter Questions

Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...

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