Download Point Alternate Interior Angles Angle Bisector Line Corresponding

2
1
Point
3
Alternate
Angle Bisector
Interior Angles
5
4
Line
6
Corresponding Distance
Angles
Formula
9
8
7
Plane
Linear Pair
12
11
10
Angle
Perpendicular
Bisector
14
13
Parallel Lines
16
Perpendicular
Lines
15
Same Side
Interior Angles
17
Slope
Mid-Point
Formula
Ray
18
Transversal
Vertical Angles
19
A ray that divides one angle into
two congruent angles.
22
For two lines intersected by a
transversal, a pair of angles that
lie on the same side of the
transversal and the same side of
the other two lines.
25
20
21
Two angles opposite of one
another at the intersection of
two lines
A line that intersects two
coplanar lines at two different
points
23
24
A formula used to find the
distance between any two given
points.
Lines that lie in the same plane
and do not intersect.
26
A line perpendicular to a
segment at the segment’s
midpoint.
27
It is undefined. It can be
considered as a location. It has
no size.
A pair of adjacent angles who’s
non-common sides are opposite
rays.
29
For two lines intersected by a
transversal, a pair of angles that
lie on the same side of the
transversal between the two
parallel lines.
30
31
It is undefined. A flat surface
that has no thickness. A plane
contains many lines and extends
without end in the directions of
its lines.
32
For two lines intersected by a
transversal, a pair of angles that
lie on the opposite side of the
transversal between the two
parallel lines.
33
34
35
Is part of a line consisting of one
endpoint and all the points of
the line on one side of the
endpoint.
28
The point that divides a
segments into two congruent
segments.
The measure of the steepness of
a line between any two given
points
It is undefined. A series of
points that extend in two
directions without end.
Lines that intersect and form
right angles.
36
Is formed by two rays with the
same endpoint. The rays are the
sides of the angle and the
common endpoint is the vertex
of the angle.
37
38
39
40
41
42
43
44
46
47
49
52
45
48
50
51
53
54
√