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Sudhanshu ranjan Asked a Question
August 28, 2020 11:19 pmpts 30 pts
Let A and B be two subspaces of vector space V. Show that span of intersection of A and B is contained in the intersection of the span (A) and Span (B).
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  • Anonymous User Best Answer
    see the attachment
    • cropped136106849279749497.jpg
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  • Anonymous User thankyou
    but converse is not true. Take A = { (1,0), (0,1)} and B ={ (-1,0),(0,-1)} . Intersection of A and B is empty and so the subspace spanned by it is zero subspace of R². On the other...
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