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Lesson 1: Angles and Angle
Classification
Angles
 A shape formed by two rays sharing a
common endpoint; contains two rays
and a vertex
ray
ray
vertex
ray—has one endpoint and
goes infinitely in one direction
vertex—point common to two
rays of a triangle or two sides
of a polygon
Naming Angles
An angle is named by three letters.
The vertex must be in center.
A
B
C
1
Types of Angles
 Acute angle: An angle whose
measure is greater than zero degrees
and less than 90 degrees
Which angles are not acute?
1
2
3
4
5
Types of Angles
 Right angle: Angle that measures
90 degrees
Which angle is a right angle?
1
2
3
4
5
Types of Angles
 Obtuse angle: One angle measures
greater than 90 degrees and less
than 180 degrees
Which angle is an obtuse angle?
1
2
3
4
5
Straight Angle
 Straight angle: A line that goes
infinitely in both directions and
measures 180 degrees
Which is not a straight angle?
1
2
This is a ray. It only
goes in one direction.
Adjacent angles are “side by side” and share a
common ray.
45º
15º
These are examples of adjacent angles.
55º
35º
50º
130º
80º 45º
85º
20º
These angles are NOT adjacent.
45º
55º
50º
100º
35º
35º
When 2 lines intersect, they
make vertical angles.
75º
75º
105º
105º
Vertical angles are opposite one another.
75º
75º
105º
105º
Vertical angles are opposite one another.
75º
75º
105º
105º
Vertical angles are congruent (equal).
30º
150º
150º
30º
Supplementary angles add up to
180º.
60º
120º
40º
140º
Adjacent and Supplementary
Angles
Supplementary Angles
but not Adjacent
Complementary angles add up
to 90º.
60º
30º
40º
50º
Adjacent and Complementary
Angles
Complementary Angles
but not Adjacent
Practice Time!
Directions:
Identify each pair of angles as
vertical, supplementary,
complementary,
or none of the above.
#1
60º
120º
#1
60º
120º
Supplementary Angles
#2
75º
75º
#2
75º
75º
Vertical Angles
#3
65º
25º
#3
65º
25º
Complementary Angles
Directions:
Determine the missing angle.
#1
45º
?
#1
45º
135º
#2
65º
?
#2
65º
25º
#3
35º
?
#3
35º
35º
#4
50º
?
#4
50º
130º

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angles (1).ppt