2. Given the following circuit: w R1 R2 R3 3Ω >60 2Ω MW V1 V2 V3 4V -14V 4V For circuit above, solve for the current through resistor R3 (202) and the power dissipated by R3 Using the following methods of analysis: (1) Thevenin's Theorem (2) Norton's Theorem

2. Given the following circuit: w R1 R2 R3 3Ω >60 2Ω MW V1 V2 V3 4V -14V 4V For circuit above, solve for the current through resistor R3 (202) and the power dissipated by R3 Using the following methods of analysis: (1) Thevenin's Theorem (2) Norton's Theorem

Introductory Circuit Analysis (13th Edition)

13th Edition

ISBN:9780133923605

Author:Robert L. Boylestad

Publisher:Robert L. Boylestad

Chapter1: Introduction

Section: Chapter Questions

Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...

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Question

1.2.2

2.
w
Given the following circuit:
R1
3Ω
w
R2
ដ៩
6Ω
w
R3
2Ω
V1
4V
M =
V2
V3
-14V
4V
For circuit above, solve for the current through resistor R3 (202) and the power dissipated by R3
Using the following methods of analysis:
(1) Thevenin's Theorem
(2) Norton's Theorem

Expert Solution

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Step 1: Find the current through the resistor 2 Ω using Thevein's and Norton's Theorem:

VIEW

Step 2: Find Rth:

VIEW

Step 3: Find Vth:

VIEW

Step 4: Find the current through 2 Ω using Thevenin's theorem:

VIEW

Step 5: Find the power dissipated in 2 Ω:

VIEW

Step 6: Find the current through and power dissipated in 2 Ω using Norton's theorem:

VIEW

Solution

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