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The capacitance and a resistance are connected in parallel. This combination is then placed in series with an inductance. Compute the impedance when f= 60 Hz, R = 136 Ω, L = 243 mH, and C = 29 μF Note: Box the final answer. Do not answer in polar form or rectangular form. Use amplitude (polar) like in the photo. If applicable, round off all answers to 5 decimal places.

The capacitance and a resistance are connected in parallel. This combination is then placed in series with an inductance. Compute the impedance when f= 60 Hz, R = 136 Ω, L = 243 mH, and C = 29 μF Note: Box the final answer. Do not answer in polar form or rectangular form. Use amplitude (polar) like in the photo. If applicable, round off all answers to 5 decimal places.

Introductory Circuit Analysis (13th Edition)
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
Section: Chapter Questions
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The capacitance and a resistance are connected in parallel. This combination is then placed in series with an inductance. Compute the impedance when f= 60 Hz, R = 136 Ω, L = 243 mH, and C = 29 μF

Note: Box the final answer. Do not answer in polar form or rectangular form. Use amplitude (polar) like in the photo. If applicable, round off all answers to 5 decimal places. 

Rectangular Form= 16 + j51 2 Amplitude (polar)=\16+ 51 = 53.45 Phase (polar)= arctan = 72.58° 16
Transcribed Image Text:Rectangular Form= 16 + j51 2 Amplitude (polar)=\16+ 51 = 53.45 Phase (polar)= arctan = 72.58° 16
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