In a series `RC` circuit with an AC source, `R = 300 Omega, C = 25 muF, epsilon_0 50 V` and `v = 50/((Pi) Hz`. Find the peak current and the average power dissipated in the circuit.

In a series LCR circuit with an AC source, R = 300 Omega, C = 20 muF, L = 1.0 henry, epsilon_(rms) = 50 V and v = 50/(pi) Hz . Find (a) the rms current in the circuit and (b) the rms potential differences across the capacitor, the resistor and the inductor. Note that the sum of the rms potential differences across the three elements is greater than the rms voltage of the source.

In a series LCR circuit with an AC source, R = 300 Omega, C = 20 muF, L = 1.0 henry, epsilon_(rms) = 50 V and v = 50/(pi) Hz . Find (a) the rms current in the circuit and (b) the rms potential differences across the capacitor, the resistor and the inductor. Note that the sum of the rms potential differences across the three elements is greater than the rms voltage of the source.

In a series LCR circuit with an AC source, R = 300 Omega, C = 20 muF, L = 1.0 henry, epsilon_(rms) = 50 V and v = 50/(pi) Hz . Find (a) the rms current in the circuit and (b) the rms potential differences across the capacitor, the resistor and the inductor. Note that the sum of the rms potential differences across the three elements is greater than the rms voltage of the source.

In a series LCR circuit with an AC source, R = 300 Omega, C = 20 muF, L = 1.0 henry, epsilon_(rms) = 50 V and v = 50/(pi) Hz . Find (a) the rms current in the circuit and (b) the rms potential differences across the capacitor, the resistor and the inductor. Note that the sum of the rms potential differences across the three elements is greater than the rms voltage of the source.

(a) In a series L-C-R circuit with an AC source, R = 300 Omega , C = 20 muF, L= 1.0 H, V_(0) = 50sqrt2V and f = 50/pi Hz . Find (i) the rms current in the circuit and (ii) the rms voltage across each element. (b) Consider the situatiuon of the previous part. find the average electric field energy stored in the capacitor and the average magnetic field energy stored iun the coil .

(a) In a series L-C-R circuit with an AC source, R = 300 Omega , C = 20 muF, L= 1.0 H, V_(0) = 50sqrt2V and f = 50/pi Hz . Find (i) the rms current in the circuit and (ii) the rms voltage across each element. (b) Consider the situatiuon of the previous part. find the average electric field energy stored in the capacitor and the average magnetic field energy stored iun the coil .

In a series LCR circuit with an AC source of effective voltage 50 V , frequency nu= 50 //pi Hz R= 300 Omega C = 20 muF and L = 1.0 H. Find the rms current in the circuit.

In a series RC circuit with an AC source (peak voltage E_(0)=50 V and f=50//pi Hz),R=300 Omega . C=25 muF .Then:

In a series RC circuit with an AC source (peak voltage E_(0)=50 V and f=50//pi Hz),R=300 Omega . C=25 muF .Then:

A resistor, R=300Omega and a capacitor , C=25muF are connected in series with an ac source. The peak value of voltage (V_0) and the frequency (f) of the source are 150 V and and 50/pi Hz respectively. Find the peak value of current and the power dissipated in the circuit.