1. The problem statement, all variables and given/known data An uncharged 21 mF capacitor is completely charged by a 5.5 V voltage source in series with a 60 W resistor. Find the energy stored in the capacitor. Find the total energy dissipated by the resistor during the charging process. At what rate is energy being dissipated in the resistor after a time equal to the time constant of the circuit? (Time = 0 when the charging starts). 2. Relevant equations W=1/2CV p= V^2/R RC = (Resistor)(Capacitance) 3. The attempt at a solution For part one, I took the fact that storage in a capacitor is equal to W = 1/2CV. When I put in my numbers for it, I got 57.75 J. However, when I entered in my answer it is incorrect. For part two, I used the second equation. When I plugged in my numbers I got 0.504. Again, this is not correct. For part three, I took the RC equation and got 1.26E-3 s.