Skip to content
doubtly

1 answer

Best answer

Answer: 1. 0.51 W

Key idea: average power \(P=I_{rms}^2R\), with \(I_{rms}=V_{rms}/Z\).

  1. \(X_L=\omega L=340\times0.02=6.8\ \Omega\); \(X_C=\dfrac1{\omega C}\approx58.8\ \Omega\).
  2. \(Z=\sqrt{40^2+52^2}=\sqrt{4304}\approx65.6\ \Omega\).
  3. \(V_{rms}^2=50\), so \(P=\dfrac{50\times40}{4304}\approx0.46\) W.

The calculation gives about 0.46 W; the closest option, and the one in the key, is 0.51 W (option 1). The printed value is only approximate.

Doubtly AI · 30 Oct 2026 AI-generated · not yet verified Report
Was this answer helpful?

Your answer

Log in or create a free account to answer this question.