In an L-R circuit, an inductance of 0.1 H and a resistance of `1 Omega` are connected in series with an ac source of voltage V = 5 sin 10 t. The phase difference between the current and applied voltage will be

An inductor of inductance 2H and a resistance of 10 Omega are connected in series to an ac source of 1109 V, 60 Hz. The current in the circuit will be

A 130 V 50 Hz AC supply is connected to a series combination of an inductance of 0.05 / pi H and a resistance of 12 Omega . Calculate the magnitude of current in the circuit and phase difference between the current and the voltage.

The phase difference between voltage and current in series L-C circuit is

A resistance of 10Omega , an inductance of ((2)/(pi)) henry and a capacitor of ((1)/(pi)) mu F are connected in series with mains line of 110V and 50Hz . The phase difference between the voltage and current will be

A coil of resistance 200 ohms and self inductance 1.0 henry has been connected in series to an a.c. source of frequency 200/pi Hz . The phase difference between voltage and current is

In a series LCR circuit resistance R = 10Omega and the impedance Z = 10 Omega The phase difference between the current and the voltage is

A capacitance of ((10^(-3))/(2pi))F and an inductance of [(100)/(pi)]mH and a resistance of 10Omega are connected in series with an AC voltage source connected in series with an AC voltage source of 220V , 50Hz . The phase angle of the circuit is

In a series LCR circuit, resistance R=10Omega and the impedence Z=20Omega the phase difference between the current and the voltage is

A 0.21 H inductor and a 12 ohm resistance are connected in series to a 220 V . 50 Hz ac source. Calculate the current in the circuit and the phase angle between the current and the source voltage.