Reduce the matrix
1 3 −2
3 6 5
−2 5 0
൩ to echelon form.
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0 1. 2. ] (2) Compute the ranks of the following matrices. E = ... 0 5. 2. 3. 1 4. −1 −1 −1 1. ⎤. ⎦ →. ⎡. ⎣. 1. 2. 0. 5. 0 −1. 1 −6. 0. 1 −1. 6. ⎤ ... 5. Then the matrix A will have the form. ⎡.
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How do you reduce a matrix to echelon form?
How to Transform a Matrix Into Its Echelon Forms
Pivot the matrix. Find the pivot, the first non-zero entry in the first column of the matrix. ...
To get the matrix in row echelon form, repeat the pivot. ...
To get the matrix in reduced row echelon form, process non-zero entries above each pivot.
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