English, asked by gourshweta2001gmail, 4 months ago

prove that the elimentary transformation do not alter the rank of matrices

Answers

Answered by ramandeepk0397
0

Answer:

one considers certain operation called elementary row operation that are applied to matrix b of the same size


gourshweta2001gmail: tqs
Answered by spoidy87
1

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Elementary row (resp. column) operations can be simulated as left (resp. right) multiplication by the elementary matrices. Since the elementary matrices are invertible, such multiplication does not change the rank of a matrix.

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