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10 Nov 2019
(5,5,0) and w (2,5,-3) in Consider the vectors u-(1,0,1), v R3 (a) Find all numbers a, b and c such that au + bv + cw = 0. (b) Prove that u, v and w are linearly dependent Let A be the 3x 3 matrix whose columns are u, v and w. Let b R3 be a vector. Suppose that the linear system with augmented matrix [Ab] has at least one solution. Prove that there must be infinitely many solutions
(5,5,0) and w (2,5,-3) in Consider the vectors u-(1,0,1), v R3 (a) Find all numbers a, b and c such that au + bv + cw = 0. (b) Prove that u, v and w are linearly dependent Let A be the 3x 3 matrix whose columns are u, v and w. Let b R3 be a vector. Suppose that the linear system with augmented matrix [Ab] has at least one solution. Prove that there must be infinitely many solutions
mahayodha80Lv10
30 Jul 2022
Jean KeelingLv2
21 Jul 2019
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