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Is a matrix with two rows and three columns. There is a direct correspondence between n-by-n square matrices and linear transformations from an n-dimensional vector space into itself given any basis of the vector space. Where λ is a scalar in F known as the eigenvalue characteristic value or characteristic root associated with v.

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For A Given Matrix You Can Find The Basis Of Its Null Space Column Space And Row Space What Can These Bases Be Used For And How Are They Different What Can