Reduced row echelon form
A property of the matrix \(A\), denoted
\begin{equation*} \operatorname{rref}(A), \end{equation*}where \(A\) is in the row echelon form and
- each leading entry is 1
- each entry in the column above the leading one is 0.
A property of the matrix \(A\), denoted
\begin{equation*} \operatorname{rref}(A), \end{equation*}where \(A\) is in the row echelon form and