Span refers to the set of all possible linear combinations of vectors. If you have a set of vectors, the span of those vectors is the set of all possible vectors that can be obtained by scaling each vector and adding them together. It represents the subspace that the vectors generate.
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If i have two Matrices A and B that have the same row space , how do i show/proof that there exists an invertible matrix P such that B=PA
What's span sir?
Span refers to the set of all possible linear combinations of vectors. If you have a set of vectors, the span of those vectors is the set of all possible vectors that can be obtained by scaling each vector and adding them together. It represents the subspace that the vectors generate.
Lazy Indeed 😂