Mathematics, 17.03.2020 02:04 gunnatvinson
[10 points] Let v1 = (−2, −7, 2), v2 = (5, 1, −5), v3 = (−4, −9, 4), v4 = (−3, −6, 3), v5 = (1, 2, −1). Find a subset of {v1, v2, v3, v4, v5} that forms a basis for the subspace of R 3 spanned by those five vectors. Express each non-basis vector as a linear combination of basis vectors
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[10 points] Let v1 = (−2, −7, 2), v2 = (5, 1, −5), v3 = (−4, −9, 4), v4 = (−3, −6, 3), v5 = (1, 2, −...
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