When switch is closed, capacitor is charged until potential difference across it is equal to . Hence the charge on is .
Now switch is opened and switch ic closed. Now charge on gets redistributed until potential differences across capacitors and are equal in magnitude. And the net potential difference across the loop consisting of capacitors and is zero. Now let the charge on be q. Then charge on will be .
since potential differences are equal
charge on capacitor =
charge on capacitor =
Consider the circuit shown in the figure below, where C1 = 4.00 mu F, C2 =...
consider the circuit shown below. The capacitors have the following capacitances: C1=6 3. Consider the circuit shown below. The capacitors have the following capacitances: C1-6 μF, C2 = 3μF and Δ V-20V. Ci is charged by closing the switch Si. Switch Sı is then opened and the charged capacitor is connected to the uncharged capacitor by closing S2. (ぺ s, (a) Calculate the initial charge on Cr (b) After opening Si and closing S2, how does the potential difference across...
isfirst charged by closing switchs, Consider the circuit shown in the figure below, where C1 connected to the uncharged capacitor by closing S2 6.00 μ C2 7.00 μΕ, and Δ 2ג。ν. capacitor C Switchs, s then opened, and the charge capacitors Gi Cp S, S2 (a) Calculate the initial charge acquired by C1. (Round your answer to at least one decimal place) HC (b) Calculate the final charge on each capacitor. 41- HC
In the figure, battery B supplies 18 V. Take C1 = 1.3 ?F, C2 = 2.7 ?F, C3 = 3.6 ?F, and C4 = 4.4 ?F. (A) Find the charge Q3 on capacitor C3 when ONLY switch S1 is closed. (B) Find the charge Q3 on capacitor C3 when switch S2 is ALSO closed. (C) What is the charge Q4 on capacitor C4 when switch S2 is ALSO closed? C3 C1 S2 CA S1
In the figure, battery B supplies 6 V. Take C1 = 1.4 ?F, C2 = 2.6 ?F, C3 = 3.7 ?F, and C4 = 4.1 ?F. 1. Find the charge Q3 on capacitor C3 when ONLY switch S1 is closed. 2. Find the charge Q3 on capacitor C3 when switch S2 is ALSO closed. . C C3 2 C2 C 1
Please explain all calculation In the following figure, C1 = 6.00 mu F, C2 = 3.00 mu F. and C3 = 5.00 mu F. The capacitor network is connected to an applied potential Fab- After the charges on the capacitors have reached their final values, the charge on C2 is 40.0 mu C . (a) What are the charges on capacitors C1 and C3? (b) What is the applied voltage Vab?
uncharged capacitor C1 is charging. At the time inst . capacitor CI - 80 F, and ressitor R-10 kOhm are connected as magnitude, find (a) voltage on resistor R1 and Next, when C1 is fully charged, the switch charges capacitor C2 = 30 F. (d) Find the voltage on the magnitude of electric charge of C1 then? s charging. At the time instant b or R=10 kOhm are connected as shown and the initially u t in the circuit is...
Consider the circuit shown in the figure, with C1 = 2.52 uF and C2 = 7.94 uF. 6.00 F 2.00 F C 90.0 V (a) Find the equivalent capacitance (in pF) of the system. 1.77x This is the equivalent capacitance for the upper branch. You need to find the equivalent capacitance for the system. uf (b) Find the charge (in C) on each capacitor. 2.52 pF capacitor C N C 6.00 pF capacitor 7.94 pF capacitor C C 2.00 uF...
Consider a series RC circuit as in the figure below for which R = 4.00 MN, C = 9.00 pF, and ε = 34.0 V. (a) Find the time constant of the circuit. (b) What is the maximum charge on the capacitor after the switch is thrown closed? UC (c) Find the current in the resistor 10.0 s after the switch is closed. UA
4-/1 points SerPSE10 25.3.0P.011.MI My Notes + Ask Your Teacher 6. 6.00 uF, and AV Consider the circuit shown in the figure below, where C, closing switch S, Switch S, is then opened, and the charged capacitor is connected to the uncharged capacitor by closing S,. 8.00 pF, C, 18.0 V. Capacitor C, is first charged by AV (a) Calculate the initial charge (in uc) acquired by C. (Round your answer to at least one decimal place.) (b) Calculate the...
In the figure below, C_1 = 4.00 mu F, C_2 = 8.00 mu F, and V_ab = +56.0 V. Calculate the charge on each capacitor. Q_1 = C Q_2 = C Calculate the potential difference across each capacitor. V_c1 = V V_c2 = V