Description of a spanning set for the null space of a matrix from the reduced row-echelon form.

Created almost 9 years ago, updated about 8 hours ago

Reduce $A$ to RREF, assign parameters to nonpivot variables, and solve pivot variables in terms of them. Set one free parameter to $1$ and the others to $0$ to obtain a special solution for each free column. Every null vector is a combination of these special solutions.

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