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 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 pure inductor of inductance 300 mH is connected to ac source of emf 250 V and frequency 60 Hz. Calculate the rms current in the circuit?

A coil of inductance L and resistance R is connected to an A.C. source of V volt. If the angular frequency of the A.C. source is equal to omega "rads"^(-1) , then the current in the circuit will be ………

An inductance L having a resistance R is connected to an alternating source of angular frequency omega .The quality factor Q of the inductance is

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

A series combination of an inductor (L), capacitor ( C ) and a resistor ( R ) is connected across on an source of emf of peak value E_0 and angular frequency (omega) . Plot a graph to show variation of impedence of the circuit with angular frequency (omega) .