Determine whether the lines

$L_1$:vec$(r)(t)=($:$-2,2,-3$:$)t+($:$-3,2,0$:$)$ and

$L_2$:vec$(p)(s)=($:$-2,1,2$:$)s+($:$5,-1,-13$:$)$

intersect. If they do$,$ find the point of intersection.

They intersect at the point

They are skew lines

They are parallel or equal