Transcription of Using Augmented Matrices to Solve Systems of Linear …
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Augmented Matrices - page 1 Using Augmented Matrices to Solve Systems of Linear Row OperationsTo Solve the Linear system algebraically, these steps could be + = = + = All of the following operations yield a system which is equivalent to the original. (Equivalent Systems have the same solution.) Interchange equations 2 and 3x5yz112x4y2z83z12+ = + = = Multiply equation 3 by 13x5yz112x4y2z8z1+ = + = = Multiply equation 2 by 12 x5yz11x2yz4z1+ = += = Add equation 1 to 2 and replace x5yz113y15z4+ = = = equation 2 with the result Multiply equation 2 by 13x5yz11y5z4+ = = = Multiply equation 2 by and add it 5 xz14y5z4 = = = to equation 1; replace equation 1 with the resultAdd equation 3 to equation 1; replace x18y5z4= = = equation 1 with the resultThe so
Augmented Matrices - page 1 Using Augmented Matrices to Solve Systems of Linear Equations 1. Elementary Row Operations To solve the linear system algebraically, these steps could be used.
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LinearEquationsandMatrices, Linear Equations and Matrices, Equations, Linear, For Linear Systems of Differential Equations, Linear systems of differential equations, Matrices, Linear algebra, Linear equations, Inverse matrix to solve equations, Introduction to Linear Algebra, Linear Algebra I - Lectures Notes - Spring