Refer to Circuit 2 shown in Figure 9, which contains a resistor, capacitor, and inductor, as well as a 10 sense resistor that will be used to measure the current in the physical circuit. R1 Is -> a Vp= 1000 Hz = 2V RS 1kQ L1 100mH d b 1022 e Figure 9. Circuit 2 - series AC circuit с C1 .1μF 1. Using the impedances = 1k ohms, calculate the series-equivalent impedance Zea of the series circuit between nodes a and e. 2. Using Ohm's Law, calculate the phasor for the source current, Is. Assume the angle for the voltage source is 0°. Is the source current leading or lagging the source voltage? 3. Using the source current and Ohm's Law, calculate the individual voltage phasors across the resistor (Vab), capacitor (Vbc), and inductor (Vcd).

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Refer to Circuit 2 shown in Figure 9, which contains a resistor, capacitor, and inductor, as well as a 10
sense resistor that will be used to measure the current in the physical circuit.
Is →
a
Vp = 2V
1000 Hz
RS
R1
ww
1kQ
b
L1
102
e
100mH
d
Figure 9. Circuit 2 - series AC circuit
C
C1
E.1 μF
1.
Using the impedances = 1k ohms, calculate the series-equivalent impedance Zea of the series circuit
between nodes a and e.
2.
Using Ohm's Law, calculate the phasor for the source current, Is. Assume the angle for the voltage
source is 0°. Is the source current leading or lagging the source voltage?
3.
Using the source current and Ohm's Law, calculate the individual voltage phasors across the resistor
(Vab), capacitor (Vbc), and inductor (Vcd).
Transcribed Image Text:Refer to Circuit 2 shown in Figure 9, which contains a resistor, capacitor, and inductor, as well as a 10 sense resistor that will be used to measure the current in the physical circuit. Is → a Vp = 2V 1000 Hz RS R1 ww 1kQ b L1 102 e 100mH d Figure 9. Circuit 2 - series AC circuit C C1 E.1 μF 1. Using the impedances = 1k ohms, calculate the series-equivalent impedance Zea of the series circuit between nodes a and e. 2. Using Ohm's Law, calculate the phasor for the source current, Is. Assume the angle for the voltage source is 0°. Is the source current leading or lagging the source voltage? 3. Using the source current and Ohm's Law, calculate the individual voltage phasors across the resistor (Vab), capacitor (Vbc), and inductor (Vcd).
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