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Unformatted text preview: u H and for each scalar c, c u H . Winter 2008 p. 4/10 Examples For any u V and every scalar c 1. u = 2. c = 3.u = (1) u where is the zero vector. Winter 2008 p. 5/10 Example Let H = { } be a subset of V . Is H a subspace of V ? Winter 2008 p. 6/10 Example Is R 2 a subspace of R 3 ? Winter 2008 p. 7/10 Example Is H = s t ; s, t R a subspace of R 3 ? Winter 2008 p. 8/10 Example Let H = span { v 1 , v 2 } where v 1 , v 2 V . Show H is a subspace of V . Winter 2008 p. 9/10 Example H = 2 tt ; t R . Show H is a subspace of R 3 . Winter 2008 p. 10/10...
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This note was uploaded on 05/26/2010 for the course MATH Math2107 taught by Professor Lanihaque during the Fall '10 term at Carleton.
 Fall '10
 LaniHaque
 Math, Algebra, Equations, Vectors, Vector Space

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