How are the column space and the row space of a matrix A
related
to the column...
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How are the column space and the row space of a matrix Arelated to the column space and row space of its reduced row echelonform? How does this prove the column rank of A equals the row rank?
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A row operation either interchanges 2 rows or multiplies a row by a scalar or adds a scalar multiple of a row to another row Therefore row operations create scalar multiples or
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