1. Warm Up
If RS = 3x + 1, and ST = 15x – 9, RT = 64, find the value of x. Then find RS, and ST.

2. 1.4 Measure and Classify Angles
An angle consists of two different rays with the same endpoint.
The rays are the sides of the angle. The endpoint is the vertex of the angle.
The angle with sides (ray) AB and (ray) AC can be named <BAC , <CAB, or <A.
different rays
sides
vertex

3. Example: Name Angles Name three angles is the diagram:

4. Example: Name Angles Name three angles in the diagram:

5. Congruent Angles: Two angles are congruent angles if they have the exact same angle measure.

7. Measuring Angles A protractor is used to find the measure of an angle.
“The measure of angle BAC is 50 degrees.”

9. Classifying Angles: Copy these into your foldable
classification
example
measure range

11. Angle Bisector Write this in your foldable
A ray that divides an angle into 2 congruent adjacent angles.
BD is an angle bisector of <ABC. A D B C

13. Angle Addition Postulate write this into your foldable
1/3/2019
Angle Addition Postulate write this into your foldable
Postulate:
The sum of the two smaller angles will always equal the measure of the larger angle.
Complete:
m  ____ + m  ____ = m  _____
MRK
KRW
MRW

14. Example: Given the <LKN = 145 degrees, find m<LKM and m<MKN