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Linear Algebra
·
Module 3
Systems of Linear Equations
1
Matrix Form of Linear Systems
Formulate a system of linear equations as a matrix equation Ax = b
2
Augmented Matrices for Linear Systems
Represent a system of linear equations using an augmented matrix
3
Row Operations on Augmented Matrices
Apply elementary row operations to an augmented matrix
4
Gaussian Elimination: Row Echelon Form
Perform Gaussian elimination to reduce a matrix to row echelon form
5
Gauss-Jordan Elimination to RREF
Perform Gauss-Jordan elimination to reach reduced row echelon form
6
Solutions from Row Echelon Form
Determine if a system of linear equations has one, zero, or infinite solutions from its row echelon form
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