The charge flown through a circuit in the time interval between `t and t+dt` is givne by `edq=e^(-t/tau)dt,` where `tau` is a constnt. Find the total charge flown through the circuit betweent `t=0 to t=tau`.

The current in a discharging LR circuit is given by I = i_0 e^(-t/tau) where tau is the time constant of the circuit. Calculate the rms current for the period t = 0 to t = tau .

The current in a discharging LR circuit is given by I = i_0 e^(-t/tau) where tau is the time constant of the circuit. Calculate the rms current for the period t = 0 to t = tau .

The current in a discharging LR circuit is given by I = i_0 (t/tau) where tau is the time constant of the circuit. Calculate the rms current for the period t = 0 to t = tau .

The current in a discharging LR circuit is given by I = i_0 (t/tau) where tau is the time constant of the circuit. Calculate the rms current for the period t = 0 to t = tau .

Two coils, 1 & 2, have a mutual inductance = M and resistances R each. A current flows in coil 1, which varies with time as: I_(1)=kt^(2) , where K is a constant and 't' is time. Find the totalcharge that has flown through coil 2, between t=0 and t=T.

If charge flown through a wire is given by q=3sin(3t) , then Q. Find out the amount of charge flown through the wire at t=((pi)/(6)) seconds.

If charge flown through a wire is given by q=3sin(3t) , then Q. Find out the amount of charge flown through the wire at t=((pi)/(6)) seconds.

If charge flown through a wire is given by q=3sin(3t) , then Q. Find out the amount of charge flown through the wire at t=((pi)/(6)) seconds.

Current flowing through a conducting wire is given by I = (1+ 2t) Where t is in seconds and current I is in amperes. The charge (in coulombs) flown through the resistor in the interval from t =0 to t =1 second is -