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. Rn to reduce the elements below the leading diagonal in the first column to zero.
(ii) In the resulting system multiples of R2 are subtracted from R3, R4 . . Rn to reduce the elements below the leading diagonal in the second column to zero.
(iii) This process is continued to produce a system in row echelon form, using essential row interchanges where necessary.
> Hc:=GaussianElimination(Ab);
Look at the form of H|c before executing the next statement. Is there a unique solution, infinitely many solutions or no solution ?
The solution vector, x, is found from H|c using BackwardSubstitute
x:=BackwardSubstitute(Hc);
Maple techniques: Accessing vector components and matrix elements and checking that Ax = b
The components of x are x[1], x[2] ...
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