Linear Algebra and Its Applications · Problem 3.1.26

Orthogonality — Gilbert Strang

Mathematics · orthogonal-vectors-subspaces

Problem

If AB=0AB = 0 then the columns of BB are in the \_\_\_\_ of AA. The rows of AA are in the \_\_\_\_ of BB. Why can't AA and BB be 3 by 3 matrices of rank 2?

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