ANGLE PAIRS
 Complementary Angles
Two angles whose sum of the
measurement is 900
.
m B = 40
∠ 0
m A = 50
∠ 0
500
400
B
A
m A + m B
∠ ∠
500
+ 400
= 900
 Complementary Angles
Two angles that makes up a right
angle.
∠ABC & DBC
∠
are complementary
angles.
B
A
C
D
ANGLE PAIRS
 Supplementary Angles
Two angles whose sum of the
measurement is 1800
.
m D = 55
∠ 0
m C = 125
∠ 0
1250
550
D
C
m C + m D
∠ ∠
1250
+ 550
= 1800
ANGLE PAIRS
 Supplementary Angles
Two angles that makes up a
straight line.
∠EFH & HFJ are supplementary
∠
angles.
F
E
H
J
ANGLE PAIRS
 Adjacent Angles
Two angles that share a common
side (ray) and same vertex.
∠LMK & MKN are
∠
adjacent angles.
Vertex: K
Common Side: KM
K
L
N
O
M
ANGLE PAIRS
 Congruent Angles
Two angles whose measures are
equal.
∠MNO & ABC are
∠
congruent angles.
ANGLE PAIRS
B
A
C
N
M
O
 Linear Pair
Two angles that are supplementary
and adjacent.
∠LMK & MKO
∠
form a linear pair.
K
L O
M
ANGLE PAIRS
 Vertical Angles
Angles formed by two intersecting
lines.
∠RSV & QST are
∠
vertical angles.
T
Q
V
S
R
∠QSR & TSV are
∠
vertical angles.
ANGLE PAIRS
 Intersecting Lines
Lines that crosses at a common
point.
Lines a and m are
intersecting lines.
a
A
m
They intersect at point
A.
LINES
 Perpendicular Lines
Two intersecting lines that form 90°
angles.
Lines a and m are
perpendicular lines.
a
1
m
∠1 is a right angle.
LINES
 Parallel Lines
Two lines that maintains an equal
distance from each other. They never
intersect.
Lines a and m are
parallel lines.
a
m
LINES

Determine the Relationship Between Two Angles - Grade 7 Mathematics

  • 1.
    ANGLE PAIRS  ComplementaryAngles Two angles whose sum of the measurement is 900 . m B = 40 ∠ 0 m A = 50 ∠ 0 500 400 B A m A + m B ∠ ∠ 500 + 400 = 900
  • 2.
     Complementary Angles Twoangles that makes up a right angle. ∠ABC & DBC ∠ are complementary angles. B A C D ANGLE PAIRS
  • 3.
     Supplementary Angles Twoangles whose sum of the measurement is 1800 . m D = 55 ∠ 0 m C = 125 ∠ 0 1250 550 D C m C + m D ∠ ∠ 1250 + 550 = 1800 ANGLE PAIRS
  • 4.
     Supplementary Angles Twoangles that makes up a straight line. ∠EFH & HFJ are supplementary ∠ angles. F E H J ANGLE PAIRS
  • 5.
     Adjacent Angles Twoangles that share a common side (ray) and same vertex. ∠LMK & MKN are ∠ adjacent angles. Vertex: K Common Side: KM K L N O M ANGLE PAIRS
  • 6.
     Congruent Angles Twoangles whose measures are equal. ∠MNO & ABC are ∠ congruent angles. ANGLE PAIRS B A C N M O
  • 7.
     Linear Pair Twoangles that are supplementary and adjacent. ∠LMK & MKO ∠ form a linear pair. K L O M ANGLE PAIRS
  • 8.
     Vertical Angles Anglesformed by two intersecting lines. ∠RSV & QST are ∠ vertical angles. T Q V S R ∠QSR & TSV are ∠ vertical angles. ANGLE PAIRS
  • 9.
     Intersecting Lines Linesthat crosses at a common point. Lines a and m are intersecting lines. a A m They intersect at point A. LINES
  • 10.
     Perpendicular Lines Twointersecting lines that form 90° angles. Lines a and m are perpendicular lines. a 1 m ∠1 is a right angle. LINES
  • 11.
     Parallel Lines Twolines that maintains an equal distance from each other. They never intersect. Lines a and m are parallel lines. a m LINES