Question: (1 point) Give an example of a matrix A such that (1) Ar b has a solution for infinitely many beR3, but (2) Ar =

(1 point) Give an example of a matrix A such that (1) Ar b has a solution for infinitely many beR3, but (2) Ar = b does not have a solution for all b eR3. A =

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Axb has answer for all bspane1e2 yet has no answer for all bFe3 All the more expressly given any bc1... View full answer

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