Answer
Since $\det(A)= 0$, then the system has no solutions or has infinite number of solutions.
Work Step by Step
Let $A$ be the coefficient matrix which is given by
$$A=\left[ \begin {array}{ccc} 2&3&1\\ 2&-3&-3
\\ 8&6&0\end {array} \right]
=\left[ \begin {array}{ccc} 2&3&1\\ 8&6&0
\\ 8&6&0\end {array} \right]
.$$
One can calculate $\det(A)$ as follows
$$\det(A)=(8)(6)-(6)(8)=0.$$
Since $\det(A)= 0$, then the system has no solutions or has infinite number of solutions.