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Angle Relationships.

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Presentation on theme: "Angle Relationships."— Presentation transcript:

1 Angle Relationships

2 Objectives You will learn new geometry vocabulary.
You will understand the relationships between angles. You will be able to give real world examples of specific angles.

3 Adjacent Angle

4 Can you find the adjacent angles?

5 Adjacent angles are NOT

6 Have the same vertex Share a common side Do not overlap
Adjacent Angles Have the same vertex Share a common side Do not overlap

7 Vertical Angles Angles 2 and 4 are vertical and CONGRUENT!

8 Can you find the vertical angles?

9 Vertical angles are NOT

10 Formed by intersecting lines
Vertical Angles Opposite angles Formed by intersecting lines

11 Congruent Angles

12 Can you find the congruent angles?

13 Congruent angles are NOT

14 Congruent Angles Have the same measure Equal

15 Supplementary Angles

16 Can you find the supplementary angle?

17 Supplementary angles are NOT

18 Supplementary Angles Sum is 180° Formed when a line is intersected

19 Complementary angles

20 Can you find the complementary angles?

21 Complementary angles are NOT

22 Formed when a right angle is intersected
Complementary Angles Sum is 90° Formed when a right angle is intersected

23 Transversal

24 Can you find the transversals?

25 Transversals are NOT

26 Transversal Line that intersects two or more other lines

27 Corresponding Angles

28 Corresponding angles are NOT
On the same line Opposite each other

29 Corresponding Angles In the same position on the two lines in relation to the transversal and congruent

30 Alternate Interior Angles
Angles 3 and 6 and 4 and 5 are alternate interior angles.

31 Alternate interior angles are NOT
On the same line On the same side of the line Outside the transversal

32 Alternate Interior Angles
Opposite sides of the transversal and inside the outer two lines and congruent

33 Alternate Exterior Angles
Angles 1 and 8 and 2 and 7 are alternate exterior angles.

34 Alternate exterior angles are NOT
On the same line On the same side of the line Inside the transversal

35 Alternate Exterior Angles
Opposite sides of the transversal and outside the outer two lines and congruent

36 References Pictures obtained through Google image search


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