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40 Cards in this Set

  • Front
  • Back

Collinear Points

Points on the same line

Coplanar Points

Points on the same plane

Point

Line

Plane

Counterexample

an example that shows a conjecture is false

Conjecture

An unproven statement

Line Segment

Linear

A LINE

Endpoints

(A and B)

(A and B)

Ray

Initial Point

(P)

(P)

Opposite Rays

Intersect

To have one or more points in common; this is called the intersection

Intersection

(Point E is the intersection)
(Point E is the intersection)

Coordinate

The number that corresponds to the point

Distance Formula

Length

Congruent Segments

Segments that have the same length

Angle

*Two rays

*Two rays

Vertex

Sides

Congruent Angles

Angles with the same measure

Measure of an angle

The absolute value of the difference between the real numbers for the sides of an angle (USE PROTRACTOR)

Interior and Exterior of an Angle

Adjacent Angles

Angles that share a common vertex and side but have no interior points in common

Angles that share a common vertex and side but have no interior points in common

Acute

Less than 90 degrees

Obtuse

Over 90 degrees

Right

90 degrees

Straight

180 degrees

Midpoint Formula

Bisects

Divides at the midpoint; cuts in half

Segment Bisector

Can be a segment, line, or ray

Can be a segment, line, or ray

Angle Bisector

Vertical Angles

Across from each other; Same in measure

Across from each other; Same in measure

Linear Pair

Along the same line; Supplementary

Along the same line; Supplementary

Complementary Angles

Sum of measures is 90 degrees

Complement

The other angle that gets you to 90 degrees

Supplementary Angles

Sum of measures is 180 degrees

Supplement

The other angle that gets you to 180 degrees