Q1 of 2) The circuit given has reached steady state before the switch closes at time t = 0. (a) Determine the values of i(t), vc(t), and VR(t) immediately before the switch closes. Box answers. [6] (b) Determine the value of vr(t) immediately after the switch closes. [Note: inductor and capacitor not at steady state immediately after switch closes. Use: vc (0)= vc (0+) and i, (0¯)= i₁(0¹)] Show all work. Box Answers. [4] 30 92 35 V 2 μF vc (1) 0.125 H (1) 40 92 UR(1) yo t=0 40 Ω

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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Q1 of 2) The circuit given has reached steady state
before the switch closes at time t = 0.
(a) Determine the values of i(t), vc(t), and VR(t)
immediately before the switch closes. Box answers. [6]
(b) Determine the value of vr(t) immediately after the
switch closes. [Note: inductor and capacitor not at
steady state immediately after switch closes. Use:
vc (0)= vc (0+) and i₁(0¯)= i₁(0¹)]
Show all work. Box Answers. [4]
30 92
ww
35 V
2 μF
= vc (1)
0.125 H (1)
40 92
UR(1)
t=0
40 Ω
Transcribed Image Text:Q1 of 2) The circuit given has reached steady state before the switch closes at time t = 0. (a) Determine the values of i(t), vc(t), and VR(t) immediately before the switch closes. Box answers. [6] (b) Determine the value of vr(t) immediately after the switch closes. [Note: inductor and capacitor not at steady state immediately after switch closes. Use: vc (0)= vc (0+) and i₁(0¯)= i₁(0¹)] Show all work. Box Answers. [4] 30 92 ww 35 V 2 μF = vc (1) 0.125 H (1) 40 92 UR(1) t=0 40 Ω
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