A voltage `V_0sinomegat` is applied across a series combination of resistance R and inductor L. The peak value of the current in the circuit is

A sinusoidal voltage Vsin(at) is applied across a series combination of resistance R and inductor L. The amplitude of the current in the circuit is

A sinusoidal voltage Vsin(at) is applied across a series combination of resistance R and inductor L. The amplitude of the current in the circuit is

An alternating voltage E = 200 sin 300 t is applied across a series combination of resistance of 10 ohm and an inductor of 800 mH. Calculate peak value of current in the circuit

An alternating voltage E = 200 sin 300 t is applied across a series combination of resistance of 10 ohm and an inductor of 800 mH. Calculate impedance of the circuit.

An ac voltage e=E_0sinomegat is applied across an ideal inductor of self-inductance [L]. Write down the peak current.

An alternating voltage varepsilon=200 sin 300 t is applied across a series combination of R=10Omega and an inductor of 800 mH. Calculate : (i) impedance of the circuit (ii) peak value of current in the circuit (iii) power factor of the circuit.

An AC voltage is applied acrss a series combination of L and R . If the voltage drop across the resistor and inductor are 20 V and 15 V respectiely, then applied peak voltage is

An AC voltage is applied acrss a series combination of L and R . If the voltage drop across the resistor and inductor are 20 V and 15 V respectiely, then applied peak voltage is

An alternating voltage E=E_0sinomegat is applied across an inductor L. Show by calculation that the current lags the voltage by a phase angle pi//2 (Assume inductor L has no resistance).