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The RowReduce function performs in-place Gauss elimination on the input mod p Matrix A. If redflag=false, it produces a row echelon form. If redflag=true, it Unassign your variables again, and ask Maple to solve Finally, let's go directly to the reduced row echelon form of in one step: rref(A); An Introduction Using Maple Fred Szabo To find the pivot columns of the matrix ( a ) , we first reduce the matrix to row echelon form .: Rref. Rref is the inert form of rref. Rref returns rref without evaluation. It is used in conjonction with mod in Maple syntax mode to find the The ReducedRowEchelonForm(A) command performs Gauss-Jordan elimination on the Matrix A and returns the unique reduced row echelon form R of A. In the LinearAlgebra package, we can perform the three elementary row operations using the RowOperation command. Here's how (and this is in the Maple help file,