(d) A capacitor of 100 microfarad is connected in series with a coil of resistance 5 ohm and inductance 0.12 H as shown in Figure Q1(d). The current in the circuit is 64.85 A. The frequency is given as 50 Hz. By using the supply voltage, E as reference and the current lags the supply voltage by 49.6°, calculate; Veoil Vc Coil 0.12 H 100 uF 64.85 L-49.6° A Figure Q1(d) (i) The r.m.s value of the voltage across the coil, Vcoil and across the capacitor, VC. (ii) The supply voltage, E.

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(d) A capacitor of 100 microfarad is connected in series
with a coil of resistance 5 ohm and inductance 0.12
H as shown in Figure Q1(d). The current in the
circuit is 64.85 A. The frequency is given as 50 Hz.
By using the supply voltage, E as reference and the
current lags the supply voltage by 49.6°, calculate;
Veoil
Vc
Coil
52
0.12 H
100 µF
64.85 L-49.6° A
Figure Q1(d)
(i) The r.m.s value of the voltage across the coil, Vcoil and
across the caрасitor, Vc.
(ii) The supply voltage, E.
Transcribed Image Text:(d) A capacitor of 100 microfarad is connected in series with a coil of resistance 5 ohm and inductance 0.12 H as shown in Figure Q1(d). The current in the circuit is 64.85 A. The frequency is given as 50 Hz. By using the supply voltage, E as reference and the current lags the supply voltage by 49.6°, calculate; Veoil Vc Coil 52 0.12 H 100 µF 64.85 L-49.6° A Figure Q1(d) (i) The r.m.s value of the voltage across the coil, Vcoil and across the caрасitor, Vc. (ii) The supply voltage, E.
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