Two capacitors C1 = 25 uF and C2 = 10 uF are connected in parallel. The combination is then connected across a battery with a potential difference of 95 volts. If the same two capacitors are connected in series and then connected across a battery, what must be the potential difference (in volts) of this battery such that the total energy stored in the two capacitors in parallel is the same as the total energy stored when the capacitors are connected in series?
Two capacitors C1 = 25 uF and C2 = 10 uF are connected in parallel. The combination is then connected across a battery with a potential difference of 95 volts. If the same two capacitors are connected in series and then connected across a battery, what must be the potential difference (in volts) of this battery such that the total energy stored in the two capacitors in parallel is the same as the total energy stored when the capacitors are connected in series?
Principles of Physics: A Calculus-Based Text
5th Edition
ISBN:9781133104261
Author:Raymond A. Serway, John W. Jewett
Publisher:Raymond A. Serway, John W. Jewett
Chapter20: Electric Potential And Capacitance
Section: Chapter Questions
Problem 42P
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Two capacitors C1 = 25 uF and C2 = 10 uF are connected in parallel. The combination is then connected across a battery with a potential difference of 95 volts.
If the same two capacitors are connected in series and then connected across a battery, what must be the potential difference (in volts) of this battery such that the total energy stored in the two capacitors in parallel is the same as the total energy stored when the capacitors are connected in series?
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