Friday, April 10, 2015

Algorithm for Gauss-Jordan Elimination

1.Normalize the first row by dividing it by its pivot element.
2.Eliminate x1 from all other equations.
3.Now normalize the 2nd equation by dividing by its pivot
element.
4.Eliminate x from all the equation above and below the
normalized pivotal equation.
5. Repeat this process until xn is eliminated from all but not
from the last equation.
6. The result b vector is the solution vector.


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