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10 Nov 2019
Augmented matrices with linear algebra
Below are written augmented matrices of the form [v^n, v^n |v]. a) Write the associated vector equation. b) Write down the solution of the associated vector equation by using the augmented matrix to row echelon form and solving the associated reduced system OR state that no solutions exists. c) Write ALL of the ways that the vector v is a linear combination of the vectors v^n, ... v^n Or state that v is not in the span of V^m, ...V^n i) [v^(1) v^(2) v^(3) |v] rightarrow [105 013 000|3 7 1] ii) [v^(1) v^(2) v^(3) | v] rightarrow [100 010 001|5 4 3]: iii [v^(1) v^(2) v^(3) | v] rightarrow [01306 00014|7 1]:
Augmented matrices with linear algebra
Below are written augmented matrices of the form [v^n, v^n |v]. a) Write the associated vector equation. b) Write down the solution of the associated vector equation by using the augmented matrix to row echelon form and solving the associated reduced system OR state that no solutions exists. c) Write ALL of the ways that the vector v is a linear combination of the vectors v^n, ... v^n Or state that v is not in the span of V^m, ...V^n i) [v^(1) v^(2) v^(3) |v] rightarrow [105 013 000|3 7 1] ii) [v^(1) v^(2) v^(3) | v] rightarrow [100 010 001|5 4 3]: iii [v^(1) v^(2) v^(3) | v] rightarrow [01306 00014|7 1]:
Trinidad TremblayLv2
12 Mar 2019