Question: For the matrix A below, find two different linearly independent sets whose spans equal the column space of A, C(A), such that 1. The elements

For the matrix A below, find two different linearly independent sets whose spans equal the column space of A, C(A), such that
1. The elements are each columns of A.
2. The set is obtained by a procedure that is substantially different from the procedure you use in part (1).
For the matrix A below, find two different linearly independent

3 51-2 23 -3 -4 7 13 A=11

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a By Theorem BCS we can rowreduce A identify pivot columns with the set D ... View full answer

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