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Mathematics
Linear and Abstract Algebra
Q01 are linearly independent vectors, so are....
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[QUOTE="karush, post: 6783919, member: 703413"] Let A be invertible. Show that, if $\textbf{$v_i,v_2,v_j$}$ are linearly independent vectors, so are \textbf{$Av_1,Av_2,Av_3$} https://drive.google.com/file/d/1OuHxfUdACbpK4E5aca2oBzdaxGR0IYKv/view?usp=sharing[ATTACH type="full" width="534px" alt="p57.png"]311875._xfImport[/ATTACH] ok I think this is the the definition we need for this practice exam question, However I tried to insert using a link but not successful I thot if we use a link the image would always be there unless we delete its source as to the question... not real sure of the answer since one $c_n$ may equal 0 and another may not Anyway Mahalo... [/QUOTE]
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Mathematics
Linear and Abstract Algebra
Q01 are linearly independent vectors, so are....
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