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Angle Pairs
Relationships
between angle pairs
based on their
measures.
Math 7 –Quarter 1, Week 2
Lesson Objective:
1.describe and explain the relationships between
angle pairs based on their measures.
Unlocking Content Vocabulary
Pairs of angles
Angle pairs are sometimes classified not
by their measures but by their positions
relative to each other. They are called
angle pairs because they always
appear as two angles working together
to display geometrical property.
Pairs of angles
Pairs of angles include adjacent
angles, complementary angles,
supplementary angles, linear
pair, and vertical angles.
Adjacent angles
Adjacent angles are two angles in a plane
which have a common vertex and a common
side but no common interior points.
E
A
T
H
R
complementary angles
Complementary angles are two angles whose
sum is 90°. Two angles are said complementary
if they are adjacent and forms a right angle.
P
Q S
R
1
2
Supplementary angles
Supplementary angles are two angles whose
sum is 180°. Two angles are said supplementary
if they are adjacent.
L
V
O E
1 2
Linear pair
Linear pairs are formed when two angles are
both adjacent and supplementary.
T
A
E M
1 2
VERTICAL ANGLES
Vertical angles are formed when two lines
intersect each other. Two intersecting lines form
two pairs of vertical angles.
1
2
3
4
Lesson Activity
Activity 2: Angle Pairs
By the use of a protractor measure the interior
angles A and B. Every group has the same question.
Write your answer on a sheet of paper provided.
1. Using a protractor, measure each angle A and B.
Record your measure.
2. What is the sum of the measures of angles A and B
in figure1 and in figure2. 3. Are the angles
complementary? Supplementary? Equal?
4. Do the angles have a common side?

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week 2 angle pairs matatag curriculum grade 7.pptx

  • 1. Angle Pairs Relationships between angle pairs based on their measures. Math 7 –Quarter 1, Week 2
  • 2. Lesson Objective: 1.describe and explain the relationships between angle pairs based on their measures.
  • 4. Pairs of angles Angle pairs are sometimes classified not by their measures but by their positions relative to each other. They are called angle pairs because they always appear as two angles working together to display geometrical property.
  • 5. Pairs of angles Pairs of angles include adjacent angles, complementary angles, supplementary angles, linear pair, and vertical angles.
  • 6. Adjacent angles Adjacent angles are two angles in a plane which have a common vertex and a common side but no common interior points. E A T H R
  • 7. complementary angles Complementary angles are two angles whose sum is 90°. Two angles are said complementary if they are adjacent and forms a right angle. P Q S R 1 2
  • 8. Supplementary angles Supplementary angles are two angles whose sum is 180°. Two angles are said supplementary if they are adjacent. L V O E 1 2
  • 9. Linear pair Linear pairs are formed when two angles are both adjacent and supplementary. T A E M 1 2
  • 10. VERTICAL ANGLES Vertical angles are formed when two lines intersect each other. Two intersecting lines form two pairs of vertical angles. 1 2 3 4
  • 11. Lesson Activity Activity 2: Angle Pairs By the use of a protractor measure the interior angles A and B. Every group has the same question. Write your answer on a sheet of paper provided. 1. Using a protractor, measure each angle A and B. Record your measure. 2. What is the sum of the measures of angles A and B in figure1 and in figure2. 3. Are the angles complementary? Supplementary? Equal? 4. Do the angles have a common side?