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Answer to Question #23747 in Linear Algebra for Adam J
Question #23747
Geometrically describe the fundamental vector subspaces of a transformation.
Expert's answer
Each eigenvector oftransformation is being preserved on line defined by this vector via this
transformation.
So, every fundamental subspace is some hyperplane in space spanned on some
eigenvectors, and they form the basis of this hyperplane.
transformation.
So, every fundamental subspace is some hyperplane in space spanned on some
eigenvectors, and they form the basis of this hyperplane.
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