Unformatted text preview: A = rank A T 4. For ncomponent vectors, the greatest number of linearly independent vectors is n 5. The vector space V of ncomponent vectors has dimension n (dim V = n ), which means it has n basis vectors. 6. The row space and the column space of a matrix A have the same dimension, which is equal to rank A ....
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 Fall '06
 BELMONTE
 Calculus, Linear Algebra, Vectors, Matrices, linearly independent vectors, ncomponent vectors

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