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Answer: 1. 0.79 W

Power is lost only in the resistor: \(P=I_{rms}^2R\), with \(I_{rms}=V_{rms}/Z\).

\(X_L=\omega L=314\times0.02=6.28\ \Omega\); \(X_C=\dfrac{1}{\omega C}=\dfrac{1}{314\times10^{-4}}=31.85\ \Omega\).

\(Z=\sqrt{50^2+(31.85-6.28)^2}=\sqrt{2500+654}\approx56.2\ \Omega\).

\(V_{rms}=10/\sqrt2=7.07\) V, so \(I_{rms}=0.126\) A.

$$P=(0.126)^2\times50\approx0.79\ \mathrm{W}$$

Doubtly AI · 30 Oct 2026 AI-generated · not yet verified Report
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