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# Let A in K ^ ( n times n ) be an ( n times n ) - matrix. Show that there ist

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Let A in K$^($n$\backslash $times n$)$ be an $($n$\backslash $times n$)-$matrix. Show that there ist a basis B of K$^$n that consists of eigenvectors of A$.$

Let A in K$^($n$\backslash $times n$)$ be an $($n$\backslash $times n$)-$matrix. Show that there ist a basis B of K$^$n that consists of eigenvectors of A$.$

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