+ [imath](d_1)[/imath] qua [imath]M_1(5;-1;4)[/imath], có vector chỉ phương [imath]\overrightarrow{u_1}=(-1;3;-1)[/imath]
[imath](d_2)[/imath] qua [imath]M_2(9;2;-3)[/imath], có vector chỉ phương [imath]\overrightarrow{u_2}=(2;-1;1)[/imath]
+ [imath]\overrightarrow{M_1M_2}=(4;3;-7)[/imath],
[imath]\left[ \overrightarrow{u_1} ; \overrightarrow{u_2} \right]=
\left ( \begin{vmatrix}
3 & -1 \\
-1 & 1
\end{vmatrix} ; \ \begin{vmatrix}
-1 & -1 \\
1 & 2
\end{vmatrix} ; \ \begin{vmatrix}
-1 & 3 \\
2 & -1
\end{vmatrix} \right ) =
(2;-1;-5) \neq \overrightarrow{0}[/imath]
+ [imath]\overrightarrow{M_1M_2}. \left[ \overrightarrow{u_1} ; \overrightarrow{u_2} \right]=4.2+3(-1)+(-7)(-5)=40 \neq 0[/imath]
Vậy [imath](d_1)[/imath] và [imath](d_2)[/imath] chéo nhau