Consider the circuit shown in the figure. (Assume that c, = 3 pf, C2 = 4 uF, C, = 5 pf, and ca = 7 pF.) %3D 90.0 V Determine the following. (a) the total energy (in m) stored in the system 18.75 m) (b) the energy (in mJ) stored by each capacitor 1.71 This is the equivalent capacitance of the top branch of the circuit. Use this value and the potential difference to determine the charge on each capacitor in the top branch. Recall that the charge on capacitors in series is the same. Then apply the equation relating the energy, charge, and capacitance. mJ 1.71 This is the equivalent capacitance of the top branch of the circuit. Use this value and the potential difference to determine the charge on each capacitor in the top branch. Recall that the charge on capacitors in series is the same. Then apply the equation relating the energy, charge, and capacitance. mJ C3 = mJ mJ

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Consider the circuit shown in the figure. (Assume that c, = 3 µF, C2 = 4 µf, C3 = 5 µF,
and c, = 7 pF.)
C3
90.0 V
Determine the following.
(a) the total energy (in m) stored in the system
18.75
v m)
(b) the energy (in mJ) stored by each capacitor
1.71
This is the equivalent capacitance of the top branch of the circuit. Use
this value and the potential difference to determine the charge on
each capacitor in the top branch. Recall that the charge on capacitors
in series is the same. Then apply the equation relating the energy,
charge, and capacitance. mJ
1.71
This is the equivalent capacitance of the top branch of the circuit. Use
this value and the potential difference to determine the charge on
each capacitor in the top branch. Recall that the charge on capacitors
in series is the same. Then apply the equation relating the energy,
charge, and capacitance. mJ
C3
m)
Transcribed Image Text:Consider the circuit shown in the figure. (Assume that c, = 3 µF, C2 = 4 µf, C3 = 5 µF, and c, = 7 pF.) C3 90.0 V Determine the following. (a) the total energy (in m) stored in the system 18.75 v m) (b) the energy (in mJ) stored by each capacitor 1.71 This is the equivalent capacitance of the top branch of the circuit. Use this value and the potential difference to determine the charge on each capacitor in the top branch. Recall that the charge on capacitors in series is the same. Then apply the equation relating the energy, charge, and capacitance. mJ 1.71 This is the equivalent capacitance of the top branch of the circuit. Use this value and the potential difference to determine the charge on each capacitor in the top branch. Recall that the charge on capacitors in series is the same. Then apply the equation relating the energy, charge, and capacitance. mJ C3 m)
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