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Suppose that V is a four-dimensional vector space with basis V1, V2, V3, V4. Let T: VR be a linear transformation such that T(VI)
Suppose that V is a four-dimensional vector space with basis V1, V2, V3, V4. Let T: VR be a linear transformation such that T(VI) = T(V2) = = T(V3) T(V4)= (5, -6, -9) (-1,-1,-9) (6, -3, 5) (-9,9,5) If w = -1v1 - 2v2 + 3v3 -3v4, what is T(w)? T(w) = (
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Linear Algebra A Modern Introduction
Authors: David Poole
4th edition
1285463242, 978-1285982830, 1285982835, 978-1285463247
