Solve the system of equations, starting with the initial vector of [0, 0, 0]. If necessary, rearrange the equations in order to get convergence. (If you are not using a program, show only 4 iterations). 1.26x1 +3.11x2 + 4.57x3 = 5.11 -3.07x1 + 5.48x2 +2.11x3 = -3.17 4.63x11.21x2 + 3.22x3 = 2.22 a. Solve using the Jacobi method. b. Solve using the Gauss-Seidel method

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter2: Equations And Inequalities
Section2.3: Quadratic Equations
Problem 17E
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3. Solve the system of equations, starting with the initial vector of [0, 0, 0]. If necessary, rearrange
the equations in order to get convergence. (If you are not using a program, show only 4
iterations).
1.26x1 +3.11x2 + 4.57x3 = 5.11
-3.07x1 + 5.48x2 +2.11x3 = -3.17
4.63x11.21x2 + 3.22x3 = 2.22
a.
Solve using the Jacobi method.
b. Solve using the Gauss-Seidel method
Transcribed Image Text:3. Solve the system of equations, starting with the initial vector of [0, 0, 0]. If necessary, rearrange the equations in order to get convergence. (If you are not using a program, show only 4 iterations). 1.26x1 +3.11x2 + 4.57x3 = 5.11 -3.07x1 + 5.48x2 +2.11x3 = -3.17 4.63x11.21x2 + 3.22x3 = 2.22 a. Solve using the Jacobi method. b. Solve using the Gauss-Seidel method
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