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+ R₁Vx V1 R₁' i, V1 + V₁19 V, V₂ = 8 V, ₁ = 4 A, 2 = 1 A, R₁ = 29 2, R₂ = 79. Use the node-voltage method (NVM) to calculate voltage Vz. V₂ = V help (numbers) Part 2). V2 (+-) i₁ V2 R₂ +- R₂ Use identical element values as Part 1 and the branch current method (BCM) to calculate current i- A help (numbers) Verify that the result from Part 2 is consistent with Part 1 by calculating V Ri= V help (numbers)

+ R₁Vx V1 R₁' i, V1 + V₁19 V, V₂ = 8 V, ₁ = 4 A, 2 = 1 A, R₁ = 29 2, R₂ = 79. Use the node-voltage method (NVM) to calculate voltage Vz. V₂ = V help (numbers) Part 2). V2 (+-) i₁ V2 R₂ +- R₂ Use identical element values as Part 1 and the branch current method (BCM) to calculate current i- A help (numbers) Verify that the result from Part 2 is consistent with Part 1 by calculating V Ri= V help (numbers)

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
Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...
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+ 12 R₁Vx 12 V1 R₁ + i₁ V1 V₁19 V, V₂ = 8V, i₁ = 4 A, i2 = 1 A, R₁ = 29 2, R₂ = 7 N. Use the node-voltage method (NVM) to calculate voltage V. V₂ = V help (numbers) Part 2). V2 (+- i₁ www V₂ (+- R2 R₂ Use identical element values as Part 1 and the branch current method (BCM) to calculate current i. iz = A help (numbers) Verify that the result from Part 2 is consistent with Part 1 by calculating V₁ = R₁ = V help (numbers)
Transcribed Image Text:+ 12 R₁Vx 12 V1 R₁ + i₁ V1 V₁19 V, V₂ = 8V, i₁ = 4 A, i2 = 1 A, R₁ = 29 2, R₂ = 7 N. Use the node-voltage method (NVM) to calculate voltage V. V₂ = V help (numbers) Part 2). V2 (+- i₁ www V₂ (+- R2 R₂ Use identical element values as Part 1 and the branch current method (BCM) to calculate current i. iz = A help (numbers) Verify that the result from Part 2 is consistent with Part 1 by calculating V₁ = R₁ = V help (numbers)
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