Since C1 and C2 are in parallel , their parallel combination is given as
C = C1 + C2
Q = total charge
Voltage is given as
V = Q/C
V = Q/ (C1 + C2)
Charge on capacitor C1 is given as
Q1 = C1 V = C1 Q/ (C1 + C2)
Charge on capacitor C2 is given as
Q2 = C2 V = C2 Q/ (C1 + C2)
Two capacitors c1 and c2 are connected in parallel. The total charge of the capacitors is...
Two capacitors C_1 and C_2 are connected in parallel. The total charge of the capacitors is Q. What is the voltage on the system? What are the charges of the capacitors? Calculate numerical values for V = 6 V and C_1 = 1 mu F and C_2 = 3 mu F.
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Two capacitors are connected in parallel, C1 = 5 nF and C2 - 10 nf, as in the figure below. If they are connected to a 10 v battery, What is the voltage across C12 Capacitors in Parallel A5V OB. 10 V C. 6.67 OD.3.3 V
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Two capacitors are connected in parallel in a DC circuit. If C1 = 5.00 C2, find the relationship between the magnitudes of the voltage across C2 (V2) and C1 (Vi). Part A V1 10.0 V2 V2 = 5.00 Vi O V2 = V1 V2 = 10.0 V1 O V1 = 5.00 V2
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Two capacitors, C1-4.21 μF and C2-13.4pE are connected in parallel, and the resulting combination is connected to a 9.00-V battery. (a) Find the equivalent capacitance of the combination. (b) Find the potential difference across each capacitor (c) Find the charge stored on each capacitor HC HC 9
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