This problem requires MATLab Find the solution to the system
*This problem requires MATLab*
Find the solution to the system of equations with coefficient matrix a shown below and vector answer b = [24; -16; 0; 18; 5] by using Gauss and Gauss Seidel iterative methods and compare the answer with the solution of x = a\\b. Compare the two methods results with respect to the build-in solution using the formula of the relative error. a = [5 2 3 4 1 3 0 6 5 4 2 4 2 3 1 0 0 0 6 5 0 0 0 5 6]Solution
**solution of linear equations with gauss elimination
 6.1667
 -3.1780
 -8.4015
 7.5455
 -5.4545
**not applicable for solution with gauss seidel asone of the diagonal element is zero
**solution with matlab functions(for checking):
 6.1667
 -3.1780
 -8.4015
 7.5455
 -5.4545
**Error is 0%
![*This problem requires MATLab* Find the solution to the system of equations with coefficient matrix a shown below and vector answer b = [24; -16; 0; 18; 5] by u *This problem requires MATLab* Find the solution to the system of equations with coefficient matrix a shown below and vector answer b = [24; -16; 0; 18; 5] by u](/WebImages/37/this-problem-requires-matlab-find-the-solution-to-the-system-1110839-1761588955-0.webp)
