Consider the circuit shown in the figure below, where C₁ = 9.00 µF, C₂ = 8.00 μF, and AV = 18.0 V. Capacitor C₁ is first charged by closing switch S₁. Switch S, is then opened, and the charged capacitor is connected to the uncharged capacitor by closing S₂. AV G |G₂ S₁ S₂ (a) Calculate the initial charge (in uc) acquired by C₁. (Round your answer to at least one decimal place.) μC (b) Calculate the final charge (in uc) on each capacitor. (Round your answers to at least the nearest integer.) Q₂ = μC με (c) What If? After a very long time, switch S₁ is also closed. By what amount does the charge on the second capacitor change after S, has been closed for a very long time? (Give your answer in µC.) 7 με

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CA C, AV C3 C2 C5 In the circuit above C1=3nF, C2=7nF, C3=9nF, C4=12NF, C5=161F, the battery emf = 17V. Find the energy stored on C3., when al capacitors are fully charged. State your answer in nJ (nanoJoules) to the nearest nJ. In addition to entering your final numerical answer into the box, solve this problem in detail on paper. Make sure that you write your solution neatly, starting with the clear diagram and all variables on it.

An uncharged capacitor with C = 33 μF and a resistor with R = 65 Ω are connected in series with a battery of ε = 1.5 V. Express the time constant τ in terms of R and C and use it to calculate the numerical value of τ in microseconds. Express the maximum charge Q on the capacitor in terms of C and ε and use it to calculate the numerical value of Q in microcoulombs.

In the circuit below,  C1 = 1.64 x 10-6 F and R1 = 41.0 Ohms. The capacitor is initially charged , how much time passes after the switch is closed before the capacitor reaches 8.5 % of its initial value? Please give your answer in microseconds, 1 microsecond= 10-6 s.

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EMF = Vo = 6 volts. and C = 5 μF  Calculate the theoretical value of the charge (q) in the capacitor during charging at t = RC. Use equation 3.

The question is . A) What is the time constant for the circuit shown in the figure below if the value of of e=12.0 V, R=22.8ohm, and C= 88.1mF. B  Suppose the switch is closed and the capacitor starts to charge. How much of the charge will be accumulated on each plate of the capacitor after 3 s of charging.. Submit answer the value of the charge (in mC, with two decimal places).

Due to a weak connection, there is a break in the circuit (shown below) between points a and b. If R1 = 4.73 N, R2 = 1.99 2, and R3 = 15.7 N, and the two batteries E1 %3D and Ez have voltages of 26.0 V and 6.50 V respectively, find the potential difference Vab: Be sure to include the sign of the potential difference. Vab = Vb – Va V %3D R1 ww ww R2 ww R3 b

= The circuit in the figure below contains two resistors, R₁ 5.00k and R₂ 6.00k, and two capacitors, C₁ = 5.00uF and C₂ = 6.00uF, connected to a battery with emf E = 110V. If no charges exist on the capacitors before switch S is closed, determine the charge 9₁ on capacitor C₁ 1.00ms after the switch is closed. R₁ C₁ de b с www R₂ S afor C₂ E Determine the charge 92 on capacitor C₂ 1.00ms after the switch is closed.