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The phase angle for the circuit shown below is—
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- 47·7°
- – 47·7°
- – 37·8°
- 38·8°
- 47·7°
Correct Option: A
The given circuit:
From above circuit,
XL = 2πf L = 2 × 3·14 × 100 × 70 × 10–3
= 43·98Ω
Now,
Zeq = (40 + j43·98)Ω
Current,
I = | = | ||
Zeq | 40 + j43·98 |
≈ 0·5 – 47·7°A
Thus, we conclude that current lags behind the applied voltage by 47·7°. Hence the phase angle between voltage and current, θ = 47·7°.