**1. The problem statement, all variables and given/known data**

The switch in the figure below has been in position a for a very long time. It is suddenly flipped to position b for 1.65 ms, then back to a. How much energy is dissipated by the 50 Ω resistor? (Assume = 65 V.)

**2. Relevant equations**

ΔV_{loop} = 0 Volts

Q/V = C

V = IR

**3. The attempt at a solution**

I understand that if the 125 Ω resistor wasn’t there, the capacitor would have the full 65 Volts across it, but there is a voltage drop across the 125 Ω resistor, so the capacitor has less than 65 Volts on it.

I set up an equation starting from the bottom left corner of the circuit, 0 = 65 Volts – (125 Ω)*I – Q/(20μF), and I tried to solve it by bringing the Q/(20μF) to the other side and replacing I with V/R, but the V in V/R is the voltage across the resistor, not the battery’s voltage.

In short, I’m stuck.

http://ift.tt/Omm5Y9