8) The differential equation governing the charge stored in the capacitor q1 is: V(t) = 100041 + 2¢1 + 20q1 %3D V(t) = 2041 + ġ1+ 1000g1 V(t) = 104, + 24ı+ 1000g1 %3D V(t) = 2041 + 24ı + 1000q.

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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Question 8 only
Common data for Q7 and Q8:
An electrical system is shown in Fig 3. The values of
the elements can be taken as:
(R, L, C) = (192, 2mH, 1000µF) and
N1 = 1000, N, = 10 . The transformer can be
assumed to be ideal.
R
V(t)
N1
N2
Figure 3: Circuit Diagram
7) The equivalent inductance(in Henry) as seen by
the voltage source will be.
8) The differential equation governing the
charge stored in the capacitor qı is:
V(t) = 10004, + 2¢1 + 20q1
V(t) = 2041 + ġı + 1000g1
V(t) = 104, + 24ı + 1000g1
V(t) = 2041 + 2ġı+ 1000q
Transcribed Image Text:Common data for Q7 and Q8: An electrical system is shown in Fig 3. The values of the elements can be taken as: (R, L, C) = (192, 2mH, 1000µF) and N1 = 1000, N, = 10 . The transformer can be assumed to be ideal. R V(t) N1 N2 Figure 3: Circuit Diagram 7) The equivalent inductance(in Henry) as seen by the voltage source will be. 8) The differential equation governing the charge stored in the capacitor qı is: V(t) = 10004, + 2¢1 + 20q1 V(t) = 2041 + ġı + 1000g1 V(t) = 104, + 24ı + 1000g1 V(t) = 2041 + 2ġı+ 1000q
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