Three capacitors of capacitances C; = 10 µF, C:=20 µF, and C3= 30 µF connected in parallel to a potential difference f 12 V. TASKS: al. Find the equivalent capacitance Cp of the three capacitors. a2. Find the charge on each capacitor. | q! | q2 a3. Find the total charge of all three capacitors.

Three capacitors of capacitances C; = 10 µF, C:=20 µF, and C3= 30 µF connected in parallel to a potential difference f 12 V. TASKS: al. Find the equivalent capacitance Cp of the three capacitors. a2. Find the charge on each capacitor. | q! | q2 a3. Find the total charge of all three capacitors.

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ISBN:9781305952300

Author:Raymond A. Serway, Chris Vuille

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Chapter1: Units, Trigonometry. And Vectors

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Combination of Capacitors

The connection of capacitors can be established in a circuit in two ways.

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Network of Capacitors
Three capacitors of capacitances C: = 10 The same three capacitors C:, C2, and C3
uF, C2 = 20 µF, and C3= 30 µF connected in
parallel to a potential difference f 12 V.
were connected in series to a potential
difference V. The charge on each capacitor
is q = 10 µc.
TASKS:
al. Find the equivalent capacitance Cp of
the three capacitors.
b1. Find the equivalent capacitance Cp of
the three capacitors.
a2. Find the charge on each capacitor.
b2. Find the potential difference across
each capacitor.
q2
Vi
V2
V3
a3. Find the total charge of all three
сараcitors.
b3. Find the total voltage of all three
|сараcitor.

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