Rank of an invertible matrix of order n is
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Since invertible means one-to-one and onto, we have to prove that. ... rank(A)=n means dim(N(A))=0 which means one-to-one.
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Since invertible means one-to-one and onto, we have to prove that. ... rank(A)=n means dim(N(A))=0 which means one-to-one.
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