3. Find the voltage across the current source, voltage across the inductor, and voltage across the capacitor. Find also the energy stored in the capacitance, energy stored in the inductance, and the total stored energy for the following circuit, given that i(t) = √√2cos (100πt) A. Comment on the results. Im H 0.010132 F m + i(t)⑦v(t) LM ΤΩ

Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
Section: Chapter Questions
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3. Find the voltage across the current source, voltage across the inductor, and voltage across the
capacitor. Find also the energy stored in the capacitance, energy stored in the inductance, and
the total stored energy for the following circuit, given that i(t) = √2cos (100πt) A. Comment
on the results.
Im H
m
0.010132 F
+
¿(t) + v(t)
ΤΩ
Transcribed Image Text:3. Find the voltage across the current source, voltage across the inductor, and voltage across the capacitor. Find also the energy stored in the capacitance, energy stored in the inductance, and the total stored energy for the following circuit, given that i(t) = √2cos (100πt) A. Comment on the results. Im H m 0.010132 F + ¿(t) + v(t) ΤΩ
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