The `A.C` circuit shown in figure. Find the frequency `(w_(0))` of the `AC` voltage source so that current through the source will be in same phase with the voltage of source.

An L.C, R series circuit is connected to ac, source. At resonance, the applied voltage and the current flowing through the circuit will have a phase difference of

In an AC circuit as shown in the figure, the source is of r.m.s voltage 200 V and variable frequency. At resonance, the circuit

In an AC circuit as shown in the figure, the source is of r.m.s voltage 200 V and variable frequency. At resonance, the circuit

In the circuit shown the source voltage is given as v = V_(0) sin omegat . Find the current through the source as a function of time.

An ac source is connected in series with an inductor of 5H and a resistor of 1000Omega . The rms value of voltage of the source is 100 V and the frequency of the source is 50cps. What is the rms value of the current in the circuit? What is the phase difference of the voltage and the current in the circuit? What is the power dissipated in the circuit?

In a series LCR circuit, the frequency of the source is more than resonance frequency. The current in the circuit leads the voltage in phases(True/false).

In a series LCR circuit, the frequency of the source is more than resonance frequency. The current in the circuit leads the voltage in phases(True/false).