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Given the information of the network shown below: L = 0.153 H, C = 0.3183 mF, I2 = 5 60°A, and V, = 250 90° V. Z3 →12 V1 Z2 Vs, 50 Hz (a) When Z3 is not connected, find: 1. Z, and its components 2. Vs in the form of Vy sin(wt + 0) 3. Power in the circuit (b) Now calculate Z, with its components so that overall power factor of the circuit is unity.

Given the information of the network shown below: L = 0.153 H, C = 0.3183 mF, I2 = 5 60°A, and V, = 250 90° V. Z3 →12 V1 Z2 Vs, 50 Hz (a) When Z3 is not connected, find: 1. Z, and its components 2. Vs in the form of Vy sin(wt + 0) 3. Power in the circuit (b) Now calculate Z, with its components so that overall power factor of the circuit is unity.

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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Given the information of the network shown below: L = 0.153 H, C = 0.3183 mF, l2 = 5 2 60°A, and V, = 250 2 90° v. Z3 →12 V1 Z2 Vs, 50 Hz (a) When Z3 is not connected, find: 1. Z, and its components 2. Vs in the form of Vy sin(wt + 0) 3. Power in the circuit (b) Now calculate Zz with its components so that overall power factor of the circuit is unity.
Transcribed Image Text:Given the information of the network shown below: L = 0.153 H, C = 0.3183 mF, l2 = 5 2 60°A, and V, = 250 2 90° v. Z3 →12 V1 Z2 Vs, 50 Hz (a) When Z3 is not connected, find: 1. Z, and its components 2. Vs in the form of Vy sin(wt + 0) 3. Power in the circuit (b) Now calculate Zz with its components so that overall power factor of the circuit is unity.
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