#1.1 Points, Lines, and Planes

K and D

G and A

E and F

C and G

 $\overline{CD}\ and\ \overline{BK}$  

 $\overline{CF}\ and\ \overline{DF}$  

 $\overline{AK}\ \ and\ \overline{BE}$  

 $\overline{GE}\ \ and\ \ \overline{GF}$  

plane F

plane G

plane A

plane C

$\overrightarrow{NT}$

line N

line s

$\overline{MN}$

A, V, N

N, T, W

P, N, T

M, N, s

N, P, s

T, N, P

A, V, W

M, N, V

Plane A and line c intersect at all points on line c.

Plane A and line c intersect at one point.

Plane A and line c never intersect.

Plane A and line c intersect at two points.

Line GM and line GH are parallel

Line GM and line GH never intersect

Line MG and line GH intersect at point G.

Line HG and line MG intersect at point M.

Line CD and plane x do not intersect.

Line x and plane CD do not intersect

Line CD is on plane x

Line CD intersects plane x at X.

B

M

E

L