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1.4: Pairs of Angles.

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Presentation on theme: "1.4: Pairs of Angles."— Presentation transcript:

1 1.4: Pairs of Angles

2

3

4 Adjacent angles have -- 1) common vertex 2) common side
3) no common interior points

5 When two lines cross, the nonadjacent angles are vertical.

6 A linear pair is two adjacent angles whose noncommon sides are opposite rays.

7 Without using a protractor, determine each lettered angle measure.

8 Without using a protractor, determine each lettered angle measure.

9 Without using a protractor, find m<ABC.

10 The m<2 = 85o. Find the m<4

11 The m<3 = 110o. Find the m<4

12 The m<1 = (4x + 134)o and the m<4 = (4x + 30) o
Solve for x.

13 The m<2 = (5x + 14)o and the m<4 = (2x + 26) o
Find the m<4.

14 Find x.

15 Find x.

16 Find x.

17 <A and <B are supplementary. Find m<A.
m<A = (4x + 12)o ; m<B = (2x + 6)o

18 Identify each angle pair as vertical angles, linear pair, just adjacent, or none of these.
<1 and <2 <3 and <4 <2 and <5 <1 and <4 <3 and <5


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