Question

What is the Impedance for the following circuit in both rectangular and polar coordinates? The resistance is 500 Ω, inductor L₁ is 16 mH, inductor L2 is 22 mH and the frequency is 30 kHz. Find the resistance and reactance for the impedance in Ohms (Ω). Z = RΩ + J XΩ Z = Ω+j Ω Find the magnitude and phase angle for the impedance in Ohms (Ω) and degrees (°). Z = |Z| < θ°Ω Z = < °Ω R1 500 Ω + Vs, f. 3L1 12 30 kHz 3L2 16 mH 22 mH

Name: what is the impedance for the following circuit in both rectangular and polar coordinates the resistance is 500 inductor l1 is 16 mh inductor l2 is 22 mh and the frequency is 30 khz find the 44163
Uploaded: 2021-07-31T11:32:13-08:00
Duration: 5 min 48 s
Channel: Paul Ridder
Description: what is the impedance for the following circuit in both rectangular and polar coordinates the resistance is 500 inductor l1 is 16 mh inductor l2 is 22 mh and the frequency is 30 khz find the 44163

          What is the Impedance for the following circuit in both rectangular and polar coordinates?
The resistance is 500 Ω, inductor L₁ is 16 mH, inductor L2 is 22 mH and the frequency is 30 kHz.
Find the resistance and reactance for the impedance in Ohms (Ω).
Z = RΩ + J XΩ
Z =  Ω+j  Ω
Find the magnitude and phase angle for the impedance in Ohms (Ω) and degrees (°).
Z = |Z| < θ°Ω
Z =  <  °Ω
R1
500 Ω
+
Vs, f.
3L1
12
30 kHz
3L2
16 mH
22 mH

what is the impedance for the following circuit in both rectangular and polar coordinates the resistance is 500 inductor l1 is 16 mh inductor l2 is 22 mh and the frequency is 30 khz find the 44163

Added by Kelly B.

University Physics with Modern Physics

Hugh D. Young 14th Edition

Instant Answer

Solved by Expert Paul Ridder

07/31/2021

Step 1

$$X_{L1} = 2\pi fL_1 = 2\pi (30 \times 10^3 Hz)(16 \times 10^{-3} H) = 3015.93 \Omega$$ $$X_{L2} = 2\pi fL_2 = 2\pi (30 \times 10^3 Hz)(22 \times 10^{-3} H) = 4146.90 \Omega$$ Show more…

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What is the Impedance for the following circuit in both rectangular and polar coordinates? The resistance is 500 Ω, inductor L₁ is 16 mH, inductor L2 is 22 mH and the frequency is 30 kHz. Find the resistance and reactance for the impedance in Ohms (Ω). Z = RΩ + J XΩ Z = Ω+j Ω Find the magnitude and phase angle for the impedance in Ohms (Ω) and degrees (°). Z = |Z| < θ°Ω Z = < °Ω R1 500 Ω + Vs, f. 3L1 12 30 kHz 3L2 16 mH 22 mH