Vocabulary
Postulates
Points
Planes
Always, Sometimes, Never
100

A series of points that extends in two opposite directions without end.

Line

100

Can you have more than one line through two points?

No.

100

Draw four points that are collinear.

100

Draw three points that are non-coplanar.

100

Intersecting lines are _____ coplanar.

Always

200

Points that lie on the same line.

Collinear Points

200

True or False.  If two lines intersect, then they intersect in exactly one point.

True

200

Draw three points that are non-collinear.

200

Name two planes that intersect at line BC.  See figure 2.

200

Two planes _____ intersect in exactly one point.

Never

300

A flat surface that contains many lines and extends without end in the directions of all the lines.

Plane

300

Can two lines meet at more than one point?

No

300

Name line l in three different ways. See figure 1.

300

Shade the plane that contains the points G, F, and A.  See figure 2.

300

Three points are ______ coplanar.

Always

400

Points and lines in the same plane.

Coplanar

400

When to planes intersect do they intersect at a point, a line or a plane?

A line.

400

Are points C, E, and D collinear? See figure 1.

400

Name the intersection of each pair of planes.  Plane HCB and plane FEH.  See figure 2.

400

A plane containing two points of a line ____ contains the entire line.

Always

500

A 2d representation of a 3d figure.

Net
500

True or False.  Three non-collinear points cannot lie on the same plane.

False, there is exactly one plane that three non-collinear points are on.

500

Are points F, A, and C collinear?  See figure 1.

500

Shade the plane that contains the given points A, H, and G.  See figure 2.

500

Four points are _____ coplanar.

Sometimes