Matrices: Row Operations & Gauss Jordan Elimination | Math with Professor V

Solving systems of linear equations using matrix row operations. Definition of a matrix, coefficient matrix, augmented matrix. Theorem explaining the three row operations and practicing using them. The echelon form of a matrix, steps for finding the echelon form of a matrix, and using row operations to solve dependent, inconsistent, and independent systems of linear equations. Example of using Gauss-Jordan elimination to write a matrix in reduced row echelon form.

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