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R=59 3 4 R = 30 Ω www R=79 ww R = 180 ww 2 5 R = 350 ww R = 100 R = 50 ww 1 OV₁ = 10 volts OV6 = 200 volts 6 Answer the following questions: (a) Using Ohm's and Kirchhoff's laws, write down the linear equations of the system above and convert them into matrix form.

R=59 3 4 R = 30 Ω www R=79 ww R = 180 ww 2 5 R = 350 ww R = 100 R = 50 ww 1 OV₁ = 10 volts OV6 = 200 volts 6 Answer the following questions: (a) Using Ohm's and Kirchhoff's laws, write down the linear equations of the system above and convert them into matrix form.

Introductory Circuit Analysis (13th Edition)
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
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R = 30 N R = 35 N 3 2 1 OV, = 10 volts R = 7 N R = 5 N R = 10 N R = 18 N R = 5 N OVs = 200 volts 4 5 Answer the following questions: (a) Using Ohm's and Kirchhoff's laws, write down the linear equations of the system above and convert them into matrix form. (b) Use a numerical method to find the values of the currents in the circuit. Note: for part (b) use Newton's Elimination method and LU decomposition to an accuracy of three decimal places. (c) Use the numerical method to find the inverse of the matrix of the system above and conclude your calculations about the 2/3 system above. Note : for part (c) use the Gauss-Jordan method and LU decomposition to an accuracy of three decimal places.
Transcribed Image Text:R = 30 N R = 35 N 3 2 1 OV, = 10 volts R = 7 N R = 5 N R = 10 N R = 18 N R = 5 N OVs = 200 volts 4 5 Answer the following questions: (a) Using Ohm's and Kirchhoff's laws, write down the linear equations of the system above and convert them into matrix form. (b) Use a numerical method to find the values of the currents in the circuit. Note: for part (b) use Newton's Elimination method and LU decomposition to an accuracy of three decimal places. (c) Use the numerical method to find the inverse of the matrix of the system above and conclude your calculations about the 2/3 system above. Note : for part (c) use the Gauss-Jordan method and LU decomposition to an accuracy of three decimal places.
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