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This activity will allow to student to implement Gauss-Seidel method using Matlab Procedure: 1. The greudacede can be found in Applied numerical methods with MATLAB
This activity will allow to student to implement Gauss-Seidel method using Matlab Procedure: 1. The greudacede can be found in Applied numerical methods with MATLAB for engineers and scientists by Steven C. Chanra. 3rd ed. page 289 shown below. Function - Guanidel A.,,mzitt Gaussbeidel: Gauss Beidel method * * - Gaumeidel (A)Gauna Seidel without relation input $ A coeficient matriz b- light hand side vetor es - stop criterion default - 0.0000161 mit - iteration Ideault - 50 output: * -olution vector if sarginc2, error at least 2 input arguments required'>, and SE nargincicmptymarit) ait-50nd if sorgin empty lea),-0.00001 end Im, n) - wine its - Free Matrix A must be square'); end C.A Ear I-11 CU, 0; ) *) - 0 end Eur 1-lin Ctitin). Cti,1.m) /Ali, end furiin d) - D/A(1,1) iter - 0 while 2014 - for 1 - 1 *11-0)-ca.** - eni) - abeixtiy-xolatit. 100 and end iter - iter 11 it maxea-aiter >- xt, breat, and end 2. Demonstrate Newton's method using Matlab Calculate the roots of a user defined function with the following specifications Function
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