spose we gots a matrix with a nonpivot column of all zeros; does the free variable represented by that comlun still have a "1" in it?
ugh ... \begin{pmatrix}1&*&*&0&*&*&*\\0&1&*&0&*&*&*\\0&0&1&0&*&*&*\\0&0&0&0&*&*&*\\0&0&0&0&1&*&*\\0&0&0&0&0&*&*\end{pmatrix}
column 4 would be a free variable so:\[c_4\begin{pmatrix}0\\0\\0\\0\\0\\0\\\end{pmatrix}\]or? \[c_4\begin{pmatrix}0\\0\\0\\1\\0\\0\\\end{pmatrix}\]?
should be 7 entries, but i spose i shoulda tried a smaller mxn
LOL I need a tutor for linear algebra so I definitely cant help you on this one :D
im thinking since its a free variable that it should at least have a 1 in its own spot; but since it really doesnt participate in the playing feild I have to wonder
i might be away from the keyboard (afk for the younger denizens of OS) so if i dont respond dont worry. im ok :) but then again it could just be that I died and went to kansas :/ either way, dont worry ;)
Join our real-time social learning platform and learn together with your friends!