Question 8 (1 point)\

Saved\ Consider the plane

\\\\Pi

defined by equation

-3x-y+z=0

. Which of the following statements are true?\ Plane

\\\\Pi

is spanned by vectors

[[1],[0],[3]]

and

[[1],[1],[4]]

.\ The line

[[x],[y],[z]]=[[3],[2],[-1]]+t[[-9],[-3],[3]]

is perpendicular to the plane

\\\\Pi

.\ Plane

\\\\Pi

is spanned by vectors

[[1],[0],[3]]

and

[[0],[1],[1]]

.\ Vector

[[12],[4],[-4]]

is parallel to the plane

\\\\Pi

.\ Plane

-9x-3y+6z=-4

is parallel to the plane

\\\\Pi

.

Consider the plane defined by equation 3xy+z=0. Which of the following statements are true? Plane is spanned by vectors 103 and 114. The line xyz=321+t933 is perpendicular to the plane . Plane is spanned by vectors 103 and 011. Vector 1244 is parallel to the plane . Plane 9x3y+6z=4 is parallel to the plane