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Proving Angles Congruent

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Presentation on theme: "Proving Angles Congruent"— Presentation transcript:

1 Proving Angles Congruent
Geometry 2-5

2 Adjacent angles – Two coplanar angles that share a common side, a common vertex and no interior points Complementary Angles – Two angles whose measures have a sum of 90 Supplementary Angles – Two angles whose measures have a sum of 180 Angles

3 How to use a protractor Review

4 Investigation

5 Linear pair – two angles formed from a ray and a line
1 2 Definition

6 If two angles form a linear pair, then the measures of the angles add up to 180°
2 Conjecture

7 Demo? 1 2 Conjecture

8 Investigation

9 Investigation

10 Vertical Angles – opposite angles formed from intersecting lines
1 2 Definition

11 If two angles are vertical angles then they have equal measures
1 2 Conjecture

12 Demo? 1 2 Conjecture

13 Proofs

14 Proofs can be in different forms

15 We have proven this, we never have to prove it again, and we can use this theorem to help other proofs. Angles

16 Find the measure of each lettered angle without using a protractor
112° 112° 68° 68° 112° Examples

17 Find the measure of each lettered angle without using a protractor
20° 70° 20° 110° 70° Examples

18 Find the measure of each lettered angle without using a protractor
90° 163° 110° 27° 70° Examples

19 Angles

20 Angles - Practice

21 Angles - Practice

22 Angles - Practice

23 Angles - Practice

24 Angles - Practice

25 Angles - Practice

26 Angles - Practice

27 Angles - Practice

28 Angles - Practice

29 Angles - Practice

30 Angles - Practice

31 Angles - Practice

32 Angles - Practice

33 Angles - Practice

34 Angles - Practice

35 Angles - Practice

36 Homework Pages 100 – 102 Day one: 1-19
Day two : 21, 29, 31, 35, 41, 48, 50 Homework

37 Honors Homework Pages 100 – 102 Day one: 1-19
Day two : 21, 29, 31, 35, 41, 48, 50, 55 Honors Homework


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