Let W be the subspace of vectors in R3 that are orthogonal tow = ( 1, -2, 5). Find a
Chapter 1, Problem 23(choose chapter or problem)
Let W be the subspace of vectors in R3 that are orthogonal tow = ( 1, -2, 5). Find a basis for W. What is the dimension of this subspace? Give a geometrical description of the subspace.
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