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Angle Pair Relationships

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

1 Angle Pair Relationships
Chapter 1 Section 1.6 Angle Pair Relationships

2 Warm-Up 1.Find the midpoint between (-12, 9) & (2,10) 2. Find the other endpoint if one endpoint is (-5, 9) and the midpoint is (-8, -2)

3 1 and 2 form a linear pair
m1 + m2 =180° Two adjacent angles form a linear pair if their noncommon sides are opposite rays. Form a straight angle. Any two angles that form a linear pair have a sum of 180°.

4 Vertical Angles 1 2 3 4 1 and 3 are vertical angles 4 and 2 are vertical angles Two angles are vertical if their sides form two pairs of opposite rays. Vertical Angles are congruent

5 Use the figure to answer the questions
Are 1 and 2 a linear pair? Are 4 and 5 a linear pair? Are 3 and 1 vertical angles? Are 2 and 5 vertical angles?

6 Use the figure to answer the questions
If m6 = 51°, then m7 = _____ If m8 = 103°, then m6 =_____ If m9 = 136°, then m8 =_____ If m7 = 53°, then m9 =_____

7 A and B are complementary
Complementary Angles A 30° 60° B mA + mB = 90 ° A and B are complementary Two angles are complementary if their sum is 90°. Each Angle is the complement of the other

8 A and B are complementary
Supplementary Angles A 120° 60° B mA + mB = 180 ° A and B are complementary Two angles are supplementary if their sum is 180°. Each angle is the supplement of the other

9 A and B are complementary and B and C are supplementary
If mA = 48° then mB = _____ and mC = _____

10 A and B are complementary and B and C are supplementary
If mB = 83° then mA = _____ and mC = _____

11 A and B are complementary and B and C are supplementary
If mC = 127° then mB = _____ and mA = _____

12 A and B are complementary and B and C are supplementary
If mA = 25° then mB = _____ and mC = _____

13 Find the value of the variable
Vertical Angles are congruent Solve for y Solve for x

14 Find the value of the variable
Linear Pairs are add up to 180° Vertical Angles are congruent

15 Find the value of the variable
Vertical Angles are congruent Solve for x Solve for y


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