In Fig. 108, three capacitors C1=2 uF, C2=4 µF and C3=6 µF, initially connected in parallel are charged with a 200 V source. They are then disconnected from the source and connected again the positive plates with the negative ones as shown. Find the value of the expression: M = (2V₁+V2)/(2V2-V3), where V1, V2, V3 are the voltages in each of the capacitors, when S1 and S₂ are closed, but S3 is open .
In Fig. 108, three capacitors C1=2 uF, C2=4 µF and C3=6 µF, initially connected in parallel are charged with a 200 V source. They are then disconnected from the source and connected again the positive plates with the negative ones as shown. Find the value of the expression: M = (2V₁+V2)/(2V2-V3), where V1, V2, V3 are the voltages in each of the capacitors, when S1 and S₂ are closed, but S3 is open .
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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In Fig. 108, three capacitors C1=2 uF, C2=4 µF and C3=6 µF, initially connected in parallel are charged with a 200 V source. They are then disconnected from the source and connected again the positive plates with the negative ones as shown. Find the value of the expression: M = (2V₁+V2)/(2V2-V3), where V1, V2, V3 are the voltages in each of the capacitors, when S1 and S₂ are closed, but S3 is open .
Transcribed Image Text:C₁
4F
Q₁
S₁
S3
C₂
Q₂
Fig.108
C3
Q3
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