Write the equation of the plane containing the lines
and
.
The, required plane should contain the lines,
and ![]()
So, it is clear from the given equation of lines, that both the lines are passing through a point
and one of the line is parallel to
and the other one is parallel to
.
So, the equation of the vector normal to the plane is given as,
![]()
So, in scalar product form the vector equation of the plane is given as,
![]()
![]()
.
Hence, the equation of the plane containing the lines
and
is given as,
or, ![]()