>[!tip] For solving equations in Row Echelon Form > You can use the following method(s): > - [[Gauss-Jordan Elimination]] An [[Augmented Matrix]] is in row echelon form if each leading term is to the right of the one above it. $\huge \rowechelon{ a_{0}&b_0&c_0&d_0\\ 0&a_1&b_1&d_1\\ 0&0&b_2&d_2\\ } $ >[!note] Rows with no leading term (all zeros) will be at the bottom For a more simpler version, you can convert a [[Row Echelon Form]] to [[Reduced Row Echelon Form]]