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A
B
C
Vertex
Point A
Sides
AB
uuur
AC
uuur
Angle Name
BAC∠
CAB∠
A∠
AngleAngle - A figure formed by two rays and a
common endpoint called a vertex.
Naming AnglesNaming Angles
We name angles using the VERTEX and other letters
around it. The Vertex letter always goes in the center.
AnglesAngles
Identify the vertex and name the anglesIdentify the vertex and name the angles
1)1) 2)2)
Angle NameVertex
Point X
( This one has 3 angles!)( This one has 3 angles!)
∠WXZ
∠ZXW
∠X
Angle Name
∠RSQ
∠QSR
∠S
Angle Name
∠TSQ
∠QST
Angle Name
∠RST
∠TSR
Angles
that measure
less than 90.
Angles that
measure more than 90
and less than 180.
Angles
that measure
exactly 90.
Types of AnglesTypes of Angles
Acute -
Right -Right - Angles
that measure
exactly 180.
ObtuseObtuse -
Straight -Straight -
Angles that
measure less than 90.
Angles that
measure more than 90
and less than 180.
Angles that
measure exactly 90.
Acute -
Right -Right -
Angles that
measure exactly 180.
ObtuseObtuse -
Straight -Straight -
Types of AnglesTypes of Angles
Types of AnglesTypes of Angles
Identify the type of angle.Identify the type of angle.
1)1) 3)3)
2)2) 4)4) Acute
Angle
Right
Angle
Straight
Angle
Obtuse
Angle
Now watch this….Now watch this….
• BrainPop
Complementary Angles
a
b
- Angles whose sum is 90
m a m b 90∠ + ∠ = °
x y
m x m y 90∠ + ∠ = °
Complementary angles may not be adjacent.
Complementary AnglesComplementary Angles
Example: The
complement would be
90 – 40 =50
Find the complement of the angle measures below.
1) 30
2) 49
3) 80
4) 100
6060
4141
1010
Has no complementHas no complement
Angles can’t be negative.Angles can’t be negative. Think about it!Think about it!
Supplementary AnglesSupplementary Angles
k
t
- Angles whose sum is 180 .
m k m t 180∠ + ∠ = °
b
c
m b m c 180∠ + ∠ = °
Supplementary angles may not be adjacent.
Supplementary anglesSupplementary angles
need to add up to 180need to add up to 180
because that is thebecause that is the
definition.definition.
Example: To find theExample: To find the
supplementsupplement, 180-110 =, 180-110 = 7070
Find the supplement of the following...
1) 18
2) 104
3) 158
4) 75
162162
7676
2222
105105
Lesson QuizLesson Quiz
2. Name a right angle in the figure.
3. Name a pair of complementary angles.
1. Name two lines in the figure.
Possible answer: ∠AGF
Possible answer: ∠1 and ∠2
Possible answer: AD and BE

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3-1 Labeling Angles

  • 1. A B C Vertex Point A Sides AB uuur AC uuur Angle Name BAC∠ CAB∠ A∠ AngleAngle - A figure formed by two rays and a common endpoint called a vertex. Naming AnglesNaming Angles We name angles using the VERTEX and other letters around it. The Vertex letter always goes in the center.
  • 2. AnglesAngles Identify the vertex and name the anglesIdentify the vertex and name the angles 1)1) 2)2) Angle NameVertex Point X ( This one has 3 angles!)( This one has 3 angles!) ∠WXZ ∠ZXW ∠X Angle Name ∠RSQ ∠QSR ∠S Angle Name ∠TSQ ∠QST Angle Name ∠RST ∠TSR
  • 3. Angles that measure less than 90. Angles that measure more than 90 and less than 180. Angles that measure exactly 90. Types of AnglesTypes of Angles Acute - Right -Right - Angles that measure exactly 180. ObtuseObtuse - Straight -Straight -
  • 4. Angles that measure less than 90. Angles that measure more than 90 and less than 180. Angles that measure exactly 90. Acute - Right -Right - Angles that measure exactly 180. ObtuseObtuse - Straight -Straight - Types of AnglesTypes of Angles
  • 5. Types of AnglesTypes of Angles Identify the type of angle.Identify the type of angle. 1)1) 3)3) 2)2) 4)4) Acute Angle Right Angle Straight Angle Obtuse Angle
  • 6. Now watch this….Now watch this…. • BrainPop
  • 7. Complementary Angles a b - Angles whose sum is 90 m a m b 90∠ + ∠ = ° x y m x m y 90∠ + ∠ = ° Complementary angles may not be adjacent. Complementary AnglesComplementary Angles Example: The complement would be 90 – 40 =50
  • 8. Find the complement of the angle measures below. 1) 30 2) 49 3) 80 4) 100 6060 4141 1010 Has no complementHas no complement Angles can’t be negative.Angles can’t be negative. Think about it!Think about it!
  • 9. Supplementary AnglesSupplementary Angles k t - Angles whose sum is 180 . m k m t 180∠ + ∠ = ° b c m b m c 180∠ + ∠ = ° Supplementary angles may not be adjacent. Supplementary anglesSupplementary angles need to add up to 180need to add up to 180 because that is thebecause that is the definition.definition. Example: To find theExample: To find the supplementsupplement, 180-110 =, 180-110 = 7070
  • 10. Find the supplement of the following... 1) 18 2) 104 3) 158 4) 75 162162 7676 2222 105105
  • 11. Lesson QuizLesson Quiz 2. Name a right angle in the figure. 3. Name a pair of complementary angles. 1. Name two lines in the figure. Possible answer: ∠AGF Possible answer: ∠1 and ∠2 Possible answer: AD and BE