A coil of `4mH` and a capacitor of `10 muF` are in series with an A.C. source along with `5Omega` resistances. If inductive reactance, then the angular frequency (in rad/s) of source is

A coil having inductance of 1 mH is connected to an A.C. source, its inductive reactance wil obtained to 1 Omega then what will be the angulai frequency (in rad/s) of an A.C. source ?

What is the relationship between inductive reactance and the frequency of the a.c. source?

Resistor of resistance R and capacitor of capacitance C are connected in series to an AC source of angular frequency omega . Rms current in the circuit is I. When frequency of the source is changed to one - third of initial value keeping the voltage same then current is found to be halved. Find the ratio of reactance of capacitor to that with resistance at the original frequency omega .

A 1 mH inductance and 10muF capacitance, when connected in series to an a.c. source, possess equal reactance. The angular freqency of the a.c. source

The series combination of R (Omega) and capacitor C(F) is connected to an A.C. source of V volts and angular frequency omega . If the angular frequency is reduced to omega/3 , the current is found to be reduced to one-half without changing the value of the voltage. Determine the ratio of the capacitive reactance and the resistance.

A resistance of 100 Omega , a coil inductance 5 mH and a capacitor of 10 muF are joined in series. When this L-C-R circuit is joined to a suitable frequency a.c., the circuit resonates. What is the effect on the resonant frequency, if the resistance is made 50 Omega ?