(f) A capacitor C of 50µF and a resistor R of 820 are connected across an AC source as shown in Figure 3, where v(t) = (400)sin (100zt + 60°) V. R. VR Vc Is Vs Figure 3 (i) Calculate the supply current Is in polar form (RMS). (ii) Determine the voltage drop across R VR in polar form. (ii) Calculate the voltage drop across C Vc in polar form. (iv) Draw a phasor diagram showing the supply voltage Vs, the supply current Is, the voltage across R VR, and the voltage across C Vc. (v) Calculate the circuit power factor from the phasor diagram.

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(f) A capacitor C of 50uF and a resistor R of 820 are connected across an AC source as
shown in Figure 3, where v,(t)
(400)sin (100t + 60°) V.
R.
VR
Vc
Is
Vs
Figure 3
(i)
Calculate the supply current Is in polar form (RMS).
(ii)
Determine the voltage drop across R VR in polar form.
(ii)
Calculate the voltage drop across C Vc in polar form.
(iv)
Draw a phasor diagram showing the supply voltage Vs, the supply current Is, the
voltage across R VR, and the voltage across C Vc.
(v)
Calculate the circuit power factor from the phasor diagram.
Transcribed Image Text:(f) A capacitor C of 50uF and a resistor R of 820 are connected across an AC source as shown in Figure 3, where v,(t) (400)sin (100t + 60°) V. R. VR Vc Is Vs Figure 3 (i) Calculate the supply current Is in polar form (RMS). (ii) Determine the voltage drop across R VR in polar form. (ii) Calculate the voltage drop across C Vc in polar form. (iv) Draw a phasor diagram showing the supply voltage Vs, the supply current Is, the voltage across R VR, and the voltage across C Vc. (v) Calculate the circuit power factor from the phasor diagram.
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