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6 Nov 2019
Decide whether the following subset of M2,2 is linearly independent. If the set is linearly dependent, write one of the vectors as a linear combination of the others. {[1 -2 -1 2], [3 -4 -1 3], [-5 6 1 -4]} Decide whether the following subset of p2 is a spanning set for p2. If it is a spanning set, find a subset that is a basis for p2. {-x2,3 + x - x2, 6 + 2x, -11 - 3x -2x2} Show transcribed image text
Decide whether the following subset of M2,2 is linearly independent. If the set is linearly dependent, write one of the vectors as a linear combination of the others. {[1 -2 -1 2], [3 -4 -1 3], [-5 6 1 -4]} Decide whether the following subset of p2 is a spanning set for p2. If it is a spanning set, find a subset that is a basis for p2. {-x2,3 + x - x2, 6 + 2x, -11 - 3x -2x2}
Show transcribed image text Patrina SchowalterLv2
29 Jan 2019