a R₁ C R₂ L b Fig. 1. RLC circuit. R1 = 100 2, R2 = 57 02, L = 39 mH, C = 2.2 µF. [1] 1. Redraw this circuit, replacing each component with its equivalent impedance in the phasor domain. 2. Simplify the circuit to a single impedance between nodes a and b, looking for series and parallel impedance combinations you can simplify. Express the result as a magnitude in ohms and a phase angle. 3. Find the input impedance for frequencies of 100, 500, 1000, and 2000 Hz. Express each result as a magnitude and a phase angle.

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a
R₁
C
R₂2
bo-
Fig. 1. RLC circuit. R1 = 100 №, R2 = 57 0, L = 39 mH, C = 2.2 µF. [1]
1.
Redraw this circuit, replacing each component with its equivalent impedance in the phasor
domain.
2.
Simplify the circuit to a single impedance between nodes a and b, looking for series and parallel
impedance combinations you can simplify. Express the result as a magnitude in ohms and a
phase angle.
3. Find the input impedance for frequencies of 100, 500, 1000, and 2000 Hz. Express each result as
a magnitude and a phase angle.
Transcribed Image Text:a R₁ C R₂2 bo- Fig. 1. RLC circuit. R1 = 100 №, R2 = 57 0, L = 39 mH, C = 2.2 µF. [1] 1. Redraw this circuit, replacing each component with its equivalent impedance in the phasor domain. 2. Simplify the circuit to a single impedance between nodes a and b, looking for series and parallel impedance combinations you can simplify. Express the result as a magnitude in ohms and a phase angle. 3. Find the input impedance for frequencies of 100, 500, 1000, and 2000 Hz. Express each result as a magnitude and a phase angle.
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