the reduced form of the matrix in gauss elimination method is also called
What is the reduced form of the matrix in Gauss elimination method called?
Answer:
The reduced form of the matrix in Gauss elimination method is also called the row-echelon form or row-reduced echelon form (RREF). This form represents a matrix where the leading coefficient (pivot) of each row is 1, the columns containing leading coefficients are zero below and above the leading 1, and the rows are ordered such that rows of all zeros, if any, are at the bottom. The row-echelon form is a crucial step in solving systems of linear equations and computing matrix inverses using the Gauss elimination method.