Write v as a linear combination of u, u2, uz, where (a) v = (4, –9, 2), u = (1,2, –1), uz = (1,4,2), uz = (1,–3, 2); = (1, 3, 2), u1 = (1,2, 1), u2 = (2, 6,5), uz = (1,7, 8); v = (1,4, 6), uj = (1, 1, 2), u2 = (2, 3,5), uz = (3,5, 8). (b) v = (c)

Intermediate Algebra
19th Edition
ISBN:9780998625720
Author:Lynn Marecek
Publisher:Lynn Marecek
Chapter4: Systems Of Linear Equations
Section4.6: Solve Systems Of Equations Using Determinants
Problem 4.104TI: Determine whether the points (4,1),(6,2) and (2,4) are collinear.
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About Linear Combinations, Homogeneous Systems

Write v as a linear combination of uj, и2, из, wherе
%3 (4, —9,2), и %3D(1,2, —1), и, 3 (1,4, 2), из 3D (1, -3, 2);
(1,3, 2), иј 3D (1,2, 1), из 3D (2, 6,5), из — (1,7, 8);
v3 (1,4, 6), и, %3 (1,1, 2), из — (2,3,5), из — (3,5, 8).
(а)
(b)
(с)
Transcribed Image Text:Write v as a linear combination of uj, и2, из, wherе %3 (4, —9,2), и %3D(1,2, —1), и, 3 (1,4, 2), из 3D (1, -3, 2); (1,3, 2), иј 3D (1,2, 1), из 3D (2, 6,5), из — (1,7, 8); v3 (1,4, 6), и, %3 (1,1, 2), из — (2,3,5), из — (3,5, 8). (а) (b) (с)
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