A choke coil of resistance `R` and inductance `L` is connected to `A.C` sourceof frequency `f` and maximum voltage `V_(0)`. Then, the average power dissipated in the choke is proportional to:

A choke coil of resistance R and inductance is connected to an ac. source of frequency f and peak voltage V If angular frequency f will increase then, the average power dissipated in the choke

A coil of resistance R and inductance L is connected across an a.c power supply of r.m.s. voltage V. The average power dissipated in the coil is,

A coil has inductance of 0.4 H and resistance of 8 Omega .It is connected to an AC source with peak emf 4V and frequency 30/pi Hz .The average power dissipated in the circuit is

An inductor has a resistance R and inductance L .It is connected to an A.C source of e.m.f E_(v) and angular frequency omega , then the current I_(v) in the circuit is

A coil has a resistance of 10 Omega and an inductance of 0.4 henry. It is connected to an AC source of 6.5 V, 30/(pi), 30/(pi) Hz . Find the average power consumed in the circuit.

An inductor has a resistance R inductance L . It is connected to an A.C source of e.m.f. E_(V) and angular frequency omega then the current I_(v) in the circuit is

An inductor of inductance L and ressistor of resistance R are joined in series and connected by a source of frequency omega . Power dissipated in the circuit is

A coil with active resistance R and inductance L was connected at the moment t=0 to a source of voltage V=V_(m)cos omegat. Find the current in the coil as a function of time t .

A coil of infuvysnvr 'L' is connected to an a.c. source of emf E and frequency 'f'. The current in the coil is