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Problem Let C = ( 2 − 3 4 6 ) C=\begin{pmatrix}2 & -3\\4 & 6\end{pmatrix} C = ( 2 4 − 3 6 ) det ( C ) \det(C) det ( C ) det ( C ) = 0 and C is singular \det(C)=0 \text{ and } C \text{ is singular} det ( C ) = 0 and C is singular det ( C ) = − 24 and C is non-singular \det(C)=-24 \text{ and } C \text{ is non-singular} det ( C ) = − 24 and C is non-singular det ( C ) = 24 and C is non-singular \det(C)=24 \text{ and } C \text{ is non-singular} det ( C ) = 24 and C is non-singular det ( C ) = 24 and C is singular \det(C)=24 \text{ and } C \text{ is singular} det ( C ) = 24 and C is singular Browse the problem library