Problem 7: A series AC circuit contains a voltage source, a resistor, a capacitor, and an inductor. The voltage source supplies the voltage v-V0 sin(ot), where V0-55 V and ω = 75 rad/s. The components' values are R-33 Ω, C= 0.029 F, and L-2.1 H Part (a) Calculate the capacitive reactance of the circuit, in ohms. Δ Part (b) Find the inductive reactance of the circuit, in ohms. Δ Part (c) Calculate the circuit's impedance, in ohms. a Part (d) Find the maximum current in the circuit, in amperes. a Part (e) Calculate the rms current in the circuit, in amperes. Part (f) Find the average power delivered to the circuit, in watts. avg

Physics for Scientists and Engineers: Foundations and Connections
1st Edition
ISBN:9781133939146
Author:Katz, Debora M.
Publisher:Katz, Debora M.
Chapter33: Inductors And Ac Circuits
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Problem 7: A series AC circuit contains a voltage source, a resistor, a capacitor, and an inductor. The voltage source supplies
the voltage v-V0 sin(ot), where V0-55 V and ω = 75 rad/s. The components' values are R-33 Ω, C= 0.029 F, and L-2.1 H
Part (a) Calculate the capacitive reactance of the circuit, in ohms.
Δ Part (b) Find the inductive reactance of the circuit, in ohms.
Δ Part (c) Calculate the circuit's impedance, in ohms.
a Part (d) Find the maximum current in the circuit, in amperes.
a Part (e) Calculate the rms current in the circuit, in amperes.
Part (f) Find the average power delivered to the circuit, in watts.
avg
Transcribed Image Text:Problem 7: A series AC circuit contains a voltage source, a resistor, a capacitor, and an inductor. The voltage source supplies the voltage v-V0 sin(ot), where V0-55 V and ω = 75 rad/s. The components' values are R-33 Ω, C= 0.029 F, and L-2.1 H Part (a) Calculate the capacitive reactance of the circuit, in ohms. Δ Part (b) Find the inductive reactance of the circuit, in ohms. Δ Part (c) Calculate the circuit's impedance, in ohms. a Part (d) Find the maximum current in the circuit, in amperes. a Part (e) Calculate the rms current in the circuit, in amperes. Part (f) Find the average power delivered to the circuit, in watts. avg
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