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The document defines a basis for a vector space V as a minimal set of vectors that spans V, while the dimension of V is the number of elements in the basis. It notes that pivot columns of a matrix form a basis and that in a vector space of dimension n, any m linearly independent vectors or m vectors that span V can form a basis. The content is presented by Dr. Laxmi Behera from Nc (Auto) College, Jajpur.

Author

laxmibehera25

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EN