1. The problem statement, all variables and given/known data An uncharged 1.15 uF capacitor is in series, through a switch, with a 4.50-M Ohms resistor and a 24.0- V battery (with negligible internal resistance.) The switch is closed at t = 0 and a current of Ii immediately appears. (Which I calculated to be 5.33 uA.) How long will it take for the current in the circuit to drop to 0.37 Ii? 2. Relevant equations V = Voltage of Battery - I*r (This will not apply here because r is negligible) V = IR I(t) = Voltage of Battery/Resistivity*exp^(-t/time constant) Time constant = RC 4.50 MOhms = 4.50E6 Ohms 1.15 uF = 1.15E-6 F 3. The attempt at a solution I calculated the time constant and got 5.175 s. I plugged in the information above into the current based on time equation, but couldn't solve for time.