Question 1031677
Find the determinant in terms of k.
{{{D=1(k^2-6)+1(3-k)+3(2-k)}}}
{{{D=k^2-6+3-3k+6-2k}}}
{{{D=k^2-4k+3}}}
{{{D=(k-3)(k-1)}}}
When {{{k=1}}}, the system becomes dependent since rows 1 and 2 are identical.
When {{{k=3}}}, the system becomes inconsistent.