For a driven series RLC circuit, the voltage amplitude Vo and frequency f of the voltage generator are 121 V and 215 Hz, respectively. The circuit has resistance R = 423 £2, inductance L = 0.315 H, and capacitance C = 6.05 µF. Determine the average power Pavg dissipated across the resistor.
For a driven series RLC circuit, the voltage amplitude Vo and frequency f of the voltage generator are 121 V and 215 Hz, respectively. The circuit has resistance R = 423 £2, inductance L = 0.315 H, and capacitance C = 6.05 µF. Determine the average power Pavg dissipated across the resistor.
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I can't figure out what I am missing in my calculations can you help me find out what it is please?

Transcribed Image Text:For a driven series RLC circuit, the voltage amplitude Vo and frequency f of the voltage generator are 121 V and 215 Hz,
respectively. The circuit has resistance R = 423 £2, inductance L = 0.315 H, and capacitance C = 6.05 µF.
Determine the average power Pavg dissipated across the resistor.
Pavg
3.9721362193771
Incorrect
W
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