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Linear Algebra
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Matrices: If CA=I where I is the identity matrix, this implies that Ax=0 has only the trivial solutions. I need to know why this is true I cant rap my head around it please help!!!
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@ikram002p
@ganeshie8
in other words, if the determinant is not 0, that is if the rank is \(n\), then Ax = 0 has a trivial solution.
coz CA=I that mean A dnt equal 0 so when AX=0 x=0
\(n\) is size of matrix,
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thats makes since I don't know why I could not see that! Thanks!
:)
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