![]() The biggest purpose of forward elimination is to find whether the system has solutions or not? In case, if the system has no solution that means there is no reason to reduce the matrix in the next stage. The forward elimination focuses on row reduction to transfer the augmented matrix to echelon form. This means they produce different results. ![]() Many students think that they are differed by operations but that is not a valid point, they differ by the results. There are two stages in this method, one is the forward elimination and the other is the backward substitution.īoth methods are different. Another name for this method is "row reduction". The system should contain linear equations otherwise Gaussian Elimination Method will be a waste of time and effort. It is performed on an augmented matrix and we use row operations to find the solution of a specific system. Gaussian Elimination Method is another method to find the solution of a system.
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