Channel: MyWhyU

Category: Education

Tags: why uschmohawkequivalent systemrow reductionelementary row operationeducationalmathematicslinear equationsimultaneous equationsalgebramatrixaugmented matrixgaussian eliminationsystems of linear equationssolving systems of linear equationsgauss-jordan eliminationsystems of equationswhyuvon schmohawkprofessor von schmohawkaugmented matricesmathmatrices

Description: Once a system of linear equations has been converted to augmented matrix form, that matrix can then be transformed using elementary row operations into a matrix which represents a simpler system of equations with the same solutions as the original system. This lecture introduces the three elementary row operations used to achieve this transformation.