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. A series RLC circuit with L=160mH, C=100F and R=40.0Ω is connected to a sinusoidal voltage e=40.0sinωt volts with ω=200 rad/sec. a) What is the impedance of the circuit? b) Let the current at any instant in the circuit be i = Iosin(ωt – θ). Find Io. c) What is the phase angle?

. A series RLC circuit with L=160mH, C=100F and R=40.0Ω is connected to a sinusoidal voltage e=40.0sinωt volts with ω=200 rad/sec. a) What is the impedance of the circuit? b) Let the current at any instant in the circuit be i = Iosin(ωt – θ). Find Io. c) What is the phase angle?

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6. A series RLC circuit with L=160mH, C=100F and R=40.0Ω is connected to a sinusoidal
voltage e=40.0sinωt volts with ω=200 rad/sec.
a) What is the impedance of the circuit?
b) Let the current at any instant in the circuit be i = Iosin(ωt – θ). Find Io.
c) What is the phase angle?
d) Calculate the total power and reactive volt-amperes taken by the circuit.

6. A series RLC circuit with L=160mH, C=100µF and R=40.00 is connected to a sinusoidal voltage e=40.0sinot volts with w=200 rad/sec. a) What is the impedance of the circuit? b) Let the current at any instant in the circuit be i = losin(ot – e). Find lo. c) What is the phase angle? d) Calculate the total power and reactive volt-amperes taken by the circuit.
Transcribed Image Text:6. A series RLC circuit with L=160mH, C=100µF and R=40.00 is connected to a sinusoidal voltage e=40.0sinot volts with w=200 rad/sec. a) What is the impedance of the circuit? b) Let the current at any instant in the circuit be i = losin(ot – e). Find lo. c) What is the phase angle? d) Calculate the total power and reactive volt-amperes taken by the circuit.
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