node v₁: 3 (V₁-V₂) SA-3.1052 SA SA- 3(V₁-V3) 3052 SA- - 3V₁-3V3 V₁ V₂ 305 4V. +V₂+3V₂. 3052 -4V₁ + V₂ + 3V₂ = -150A (V₁-V₂) V₁-V₂ node v₂: -(V-V.). (v.₂-K). V+₂=0 102 40-52 3022 node V3: VI-V + VIOVI + VI SO V3-V₂ 105 403 -12 (V₂-v₁-3(V₂ -V₂ ) -4V₂ = 0 -1913 +3V₂ +12yY₁ = 0 2- 80. V₂-U 40 40 -12V3+12V₁-3V3+3V₂-4V3=0 =O =O (V₂-V₂) (V₂ -v₁) 40 - 80-V₂-V3- 40 U₂U INI VV 30 =O 240-3(V₂-V3-4(V₂-V₁) = 0 -3V₂ +3V3-4v₂ +4v₁ = -240 3V3-7V₂+4v₁ = -240
node v₁: 3 (V₁-V₂) SA-3.1052 SA SA- 3(V₁-V3) 3052 SA- - 3V₁-3V3 V₁ V₂ 305 4V. +V₂+3V₂. 3052 -4V₁ + V₂ + 3V₂ = -150A (V₁-V₂) V₁-V₂ node v₂: -(V-V.). (v.₂-K). V+₂=0 102 40-52 3022 node V3: VI-V + VIOVI + VI SO V3-V₂ 105 403 -12 (V₂-v₁-3(V₂ -V₂ ) -4V₂ = 0 -1913 +3V₂ +12yY₁ = 0 2- 80. V₂-U 40 40 -12V3+12V₁-3V3+3V₂-4V3=0 =O =O (V₂-V₂) (V₂ -v₁) 40 - 80-V₂-V3- 40 U₂U INI VV 30 =O 240-3(V₂-V3-4(V₂-V₁) = 0 -3V₂ +3V3-4v₂ +4v₁ = -240 3V3-7V₂+4v₁ = -240
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...
Related questions
Question
Explain the steps that are happening in each one

Transcribed Image Text:node ₁:
3 (V₁-V₂)
SA-3.1052
SA-
●
3(V₁-V3)
3052
34-3V3
305
node v₂:
103
V3-V₁
SA-
5A - =
4V. +V₂+3V₂
3052
1052
2-
-4v₁ + V₂+3V₂ =-150A
(V₁-V₂)
40
3052 0
node V3:
V₁-V₂
V₂ = 0
305
(V₂-V₂>
140
V₁-V₂
V₂ 40
30V₂-V3
(U₂ - V₂) - 12 = 0
40-52
3022
-12 (V3-v₁-3(V₂-V₂ ) -4V₂=0
30 O
VI-VI + V1=0
V3-V₂
405
30.
-12V₂+12V,-3V3+3V₂-4V3=0
-19v3 +3V₂ +12V₁ = 0
4-U₂) - (U₂-V1)
30
V₂-V₁
30
80-V-V3 - V2-V
40
30
=O
240-3(V₂-V₂-4 (V₂-V₁) = 0
-3v₂ +3V3-4v₂ +4v₁ = -240
3V3-7 V₂ +4v₁ = -240
Expert Solution

Step 1: Determination of given variables,
The expressions,
Step by step
Solved in 5 steps with 8 images
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