An oscillator circuit consists of an inductance of `0.5mH` and a capacitor of `20muF`. The resonant frequency of the circuit is nearly

An oscillator circuit consists of an inductance of 0.5 mH and a capacitor of 20 muF . The resonant frequency of the circuit is nearly

A circuit of negligible resistance has an inductane of 10 mH and a capacitance of 0.1 muF . The resonant frequency of the circuit is nearly

A circuit of negligible resistance has an inductance of 10 mH and a capacitance of 0.1 mu F . The resonant frequency of the circuit is nearly

In the circuit of transistor as an amplifier,tank circuit consists of inductance of 450 mH and capacitance of 9 muF . The frequency of oscillation is nearly

An AC circuit consists of an inductor of inductance 0.5H and a capacitor of capacitance 8muF in series. The current in the circuit is maximum when the angular frequency of AC source is

An AC circuit consists of an inductor of inductance 0.5H and a capacitor of capacitance 8muF in series. The current in the circuit is maximum when the angular frequency of AC source is

A 50Omega resistor is connected in series with an inductance of 450 mH and capacitance 9 muF . The resonant frequency is nearly

An L-C circuit consists of an inductor coil withh L=50.0mH and 20.0muF capacitor. There is negligible resistance in the circuit. The circuit is driven by a voltage source with V=V_0cosomegat . If V_0=5.00mV and the frequency is twice the resonance frequency, determine. a. the maximum charge on the capacitor. b. the maximum current in the circuit. c. the phase relationship between the voltages across the inductor, the capacitor and the sourse.

An L-C circuit consists of an inductor coil withh L=50.0mH and 20.0muF capacitor. There is negligible resistance in the circuit. The circuit is driven by a voltage source with V=V_0cosomegat . If V_0=5.00mV and the frequency is twice the resonance frequency, determine. a. the maximum charge on the capacitor. b. the maximum current in the circuit. c. the phase relationship between the voltages across the inductor, the capacitor and the sourse.