An alternating current is given by the equation i=i_(1)sin ω t+i_(2)cosω t .The rms current will be :

An alternating current is given by the equation i=i_1sinomegat+i_2cosomegat . The rms current will be

An AC is given by the equation i=i_(1)cos omegat+i_(2)sin omegat . The r.m.s. current is given by

An alternating current is given by I = i_1 cos omegat + i_2 sin omegat . The rms current is given by

An AC current is given by i(t) = I_(1)sin wt + I_(2)cos wt . Find the rms value of current.

An alternating current is given by 1 = 1 1 cos ω t + 1 2 sin ω t . sinomega t .The value of rms current is

An alternating current 'I' is given by I = i_(0) sin 2 pi (t//T + 1//4) . Then the average current in the first one quarter time period to

An alternating current is given by the following equation: I=3sqrt(2)sin (100 pi t+pi//4) . Give the frequency and rms value of the current.

An altemating current is given by 1 = 1_(1) cos omega t + 1_(2) sin omega t. The RMS value of current is given by

In LCR series circuit , an alternating emf e and current i are given by the equations e = sin (100 t) volt . i=100 sin (100 t + (pi)/(3)) mA The average power dissipated in the circuit will be