4.6 warm up do #5-8 on pg. 220. 4.6 (m1) properties of special angles
TRANSCRIPT
4.6 Warm Up4.6 Warm Up
Do #5-8 on pg. 220Do #5-8 on pg. 220
4.6 (M1) Properties of 4.6 (M1) Properties of Special AnglesSpecial Angles
Vocabulary/PropertiesVocabulary/Properties Adjacent angles: share a Adjacent angles: share a
common vertex and side and common vertex and side and don’t overlapdon’t overlap
Linear Pair: 2 adjacent angles Linear Pair: 2 adjacent angles that together form a straight linethat together form a straight line
All right angles are congruentAll right angles are congruent
If 2 angles are supplementary to If 2 angles are supplementary to the same angle, then they are the same angle, then they are congruentcongruent
If 2 angles are complementary to If 2 angles are complementary to the same angle, then they are the same angle, then they are congruentcongruent
Vocabulary/PropertiesVocabulary/Properties
If 2 angles form a linear pair, If 2 angles form a linear pair, they are supplementary. (Linear they are supplementary. (Linear Pair Postulate)Pair Postulate)
Vertical angles are congruent.Vertical angles are congruent.• Opposite angles when you have Opposite angles when you have
intersecting linesintersecting lines
EXAMPLE 4 Standardized Test Practice
SOLUTION
Because TPQ and QPR form a linear pair, the sum of their measures is 180.
The correct answer is B.
ANSWER
GUIDED PRACTICE for Example 4
7. Solve for x.
Use the diagram in Example 4.
x = 49
ANSWER
GUIDED PRACTICE for Example 4
8. Find m TPS.
Use the diagram in Example 4.
m TPS = 148°
ANSWER