If the echelon form of a matrix A has a pivot in every row, then the equation AX= b is consistent for every choice of
True
If the echelon form of an m x n matrix has a pivot in every column, then n >= m
False
A homogeneous system of linear equations is always consistent.
True
Row operations change a system of equations without changing the solutions
True
If a matrix is in reduced echelon form, then all entries are either zero or one
False
If a set of 25 linear equations in 30 unknowns is consistent then it has an infinite number of solutions.
False