Suppose a 0.55 mH inductor is connected to a 37.5 μF capacitor. Find the resonant frequency, in hertz. The simple AC circuit shown on the right has resistance R = 47.5 Ω and impedance Z = 165 Ω. The rms voltage of the power supply is ΔVrms = 196 V. (a) Express the rms current, Irms, in terms of ΔVrms and Z. (b) Calculate the numerical value of Irms in amps. (c) Express the average power dissipated in the circuit, Pavg, in terms of Irms and R. (d) Calculate the value of Pavg, in watts
Suppose a 0.55 mH inductor is connected to a 37.5 μF capacitor. Find the resonant frequency, in hertz. The simple AC circuit shown on the right has resistance R = 47.5 Ω and impedance Z = 165 Ω. The rms voltage of the power supply is ΔVrms = 196 V. (a) Express the rms current, Irms, in terms of ΔVrms and Z. (b) Calculate the numerical value of Irms in amps. (c) Express the average power dissipated in the circuit, Pavg, in terms of Irms and R. (d) Calculate the value of Pavg, in watts
Chapter15: Alternating-current Circuits
Section: Chapter Questions
Problem 62CP: A 1.5k resistor and 30-mH inductor are connected in series, as below, across a120-V(rms)ac power...
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Suppose a 0.55 mH inductor is connected to a 37.5 μF capacitor.
Find the resonant frequency, in hertz. |
The simple AC circuit shown on the right has resistance R = 47.5 Ω and impedance Z = 165 Ω. The rms voltage of the power supply is ΔVrms = 196 V.
(a) Express the rms current, Irms, in terms of ΔVrms and Z.
(b) Calculate the numerical value of Irms in amps.
(c) Express the average power dissipated in the circuit, Pavg, in terms of Irms and R.
(d) Calculate the value of Pavg, in watts.
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