Question: 9. Consider the matrix 1 -6 -1 -3 0 2 A= 0 1 =2 0 -2 1 (a) Show that the rows of A are

9. Consider the matrix 1 -6 -1 -3 0 2 A= 0 1 =2 0 -2 1 (a) Show that the rows of A are linearly dependent. (b) Find two subsets 51 and S2 of rows of A such that (i) S1# Sa. (ii) span.S; = span Ss. (iii) The vectors in S; are linearly independent and the vectors in S are linearly independent

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