Course website: https://www.adampanagos.org/ala-applied-linear-algebra
We’ve considered representing linear systems of equations in an augmented matrix form in previous videos and examined how to solve them using simple row operations to manipulate them into a row reduced echelon form.
This video provides 3 additional examples of finding the solution of a system of linear equations after the augmented matrix has been manipulated into row reduced echelon form. We don’t work through the row operation details, but instead focus on identifying basic variables, free variables, and constructing the system of equation solution.
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