Question: EXAMPLE 1 Let -2 0 -17 r1 = (-2, -5, 8,0, -17) 1 3 - 5 12 = (1,3, -5, 1, 5) A = and


EXAMPLE 1 Let -2 0 -17 r1 = (-2, -5, 8,0, -17) 1 3 - 5 12 = (1,3, -5, 1, 5) A = and 3 11 -19 7 r3 = (3, 1 1, -19, 7, 1) 7 -13 5 r4 = (1,7, -13, 5, -3)3. Find a basis for the column space and a basis for the row space of the matrix in Example 1, p.233. (10 points; 5 points for each part)
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