An RC series circuit (in other words, an RLC series circuit with an inductance of zero) has a resistor of 6 Ohms, a capacitor of 500 nF, and is connected to a voltage of 70 V rms with a current of 2.4 A running through the circuit. A. Find the frequency of the voltage. B. Find the voltage through each of the components. C. Find the power factor for the circuit. D. Draw the phasor diagram for the circuit.
An RC series circuit (in other words, an RLC series circuit with an inductance of zero) has a resistor of 6 Ohms, a capacitor of 500 nF, and is connected to a voltage of 70 V rms with a current of 2.4 A running through the circuit. A. Find the frequency of the voltage. B. Find the voltage through each of the components. C. Find the power factor for the circuit. D. Draw the phasor diagram for the circuit.
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
Transcribed Image Text:An RC series circuit (in other words, an RLC series
circuit with an inductance of zero) has a resistor of 6
Ohms, a capacitor of 500 nF, and is connected to a
voltage of 70 V rms with a current of 2.4 A running
through the circuit.
A. Find the frequency of the voltage.
B. Find the voltage through each of the components.
C. Find the power factor for the circuit.
D. Draw the phasor diagram for the circuit.
(Do not enter anything into the answer field below.
Instead, submit your work as an acceptable scan to
the question below)
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