An A.C. voltage in volts is given by e = 310 sin 314 t. It is applied to a series combination of `25 mu F` capacitor, inductor of 0.1 henry and a `24 Omega` resistor.Calculate reactance and impedance.

An A.C. supply of frequency 50 Hz is supplied to a series combination of 25 muF condenser, 0.1H inductor and 24 Omega resistor. Calculate inductive and capacitive reactance. Also find impedance of the circuit.

An a.c. voltage of r.m.s. value 2 V is applied to a parallel combination of inductor L and capacitor C in which L =2 mH and C = 3.2 mu F .Calculate current through each branch at resonance

An A.C. voltage of r.m.s. value 1 V is applied to a parallel combination of inductor L = 10 mH, and capacitor 4 muF . Calculate the resonant frequency and current through each branch and resonance.

A voltage e = 50 sqrt2 sin 314.0 t volt is applied across a 10 ohm resistor. Find:-frequency

An A.C. voltage of r.m.s. value IV is applied to a parallel combination of inductor L = 10mH and capacitor C = 4muF . Calculate the resonant frequency and current through each branch at resonance.

A voltage e = 50 sqrt2 sin 314.0 t volt is applied across a 10 ohm resistor. Find:- peak value of emf

The instantaneous voltage from an a.c. source is given by E = 300 sin 314 t. What is the r.m.s. voltage of the source ?

A voltage e = 50 sqrt2 sin 314.0 t volt is applied across a 10 ohm resistor. Find:-rms current (i.e. an ac ammeter reading) through the circuit.

The alternating e.m.f. of e = e_0 sin omega t is applied across LR series circuit. The impedance and phase angle between current and voltage is