The incorrect statement for `L-R-C` series circuit is

In L-C-R series circuit

In L-C-R series AC circuit,

The power factor of an L-R series circuit is 0.5 and that of a C-R series circuit is 0.2. If the elements (L, C and R) of the two circuit are joined in series and connected to the same ac source, the power factor of this circuit is found to be 1. The ratio of the resistance in the L-R circuit to the resistance in the C-R circuit is

At resonance the peak value of current in L-C-R series circuit is

Assertion: At resonance, power factor of L-C-R series circuit is 1. Reason: At resonance, X_(C) = X_(L)

Power factor of an L-R series circuit is 0.6 and that of a C-R series circuit is 0.5. If the element (L. C, and R) of the two circuits are joined in series the power factor of this circuit is found to be 1. The ratio of the resistance in the L-R circuit to the resistance in the C-R circuit is

Match the following two columns for L-C-R series AC circuit.

The resonant frequency of a series LCR circuit with L=2.0 H,C =32 muF and R=10 Omega is

The value of current at resonance in a series L-C-R circuit is affected by the value of

In terms of q, the voltage equation for series L-C-R circuit is given by