Instantaneous values of current and e.m.f in an AC circuit are `I=I//sqrt(2)sin 314` tamp and `E=sqrt(2)sin(314t-pi//6)V` respectively. The phase difference between `E` and `I` will be

The instantaneous values of current and voltage in an AC circuit are i=100sin314t amp and e=200sin(314t+pi//3)V respectively. If the resistance is 1Omega then the reactance of the circuit will be

The instantaneous values of current and voltage in an ac circuit are i=100 sin 314 r amp and e=200 sin (314 t+pi//3) V respectively. If the resistance is 1 Omega then the reactance of the circuit will be

The instantaneous values of current and voltage in an A.C. circuit are respectively I = 4 sin omega t and E = 100 cos ( Omega t + pi //3) . The phase difference between voltage and current is

The instantaneous values of current and voltage in an A.C. circuit are respectively I = 4 sin omega t and E= 100 cos( omega t+ pi//6) . The phase difference voltage and current is

The values of current and voltage in an AC circuits are respectively I=4 sin omegat and e=100cos[omegat+(pi//3)] . The phase difference between voltage and current is

The instantaneous values of emf and the current in a series ac circuit are - E = Eo Sin omega t and l = lo sin (omega t + pi //3) respectively, then it is

In a circuit, the instantaneous values of alternating current and voltages in a circuit is given by I = (12)/(sqrt2) sin (100 pi t) A and E = (1)/(sqrt2) sin (100 pi t + (pi)/(3)) V . The average power in watts consumed in the circui is