M217 Section 1.4

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M217 Section 1.4 Angle Pairs

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M217 Section 1.4. Angle Pairs. Special Angle Pairs. Ex 1: Name each angle pair as adjacent, linear, vertical, or none. 1 and 2 3 and 4 3 and 5 1 and 3 2 and 3. 5. 1. 4. 2. 3. 2. Solve for x. 35 + x. 2x + 10. Solve as indicated. Special Angle Pairs. - PowerPoint PPT Presentation

Transcript of M217 Section 1.4

Page 1: M217  Section 1.4

M217 Section 1.4

Angle Pairs

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Special Angle PairsTerm Definition ExampleAdjacent Angles

Linear Pair

Vertical Angles

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Ex 1: Name each angle pair as adjacent, linear, vertical, or none• 1 and 2• 3 and 4• 3 and 5• 1 and 3• 2 and 3

1

23

4

5

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2. Solve for x

2x + 1035 + x

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Solve as indicated3. and are vertical angles. Let (3 8)

and (2 6) . Solve for x and .A B m A xm B x m A

4. and are a linear pair. Let (3 4)and (7 6) . Solve for x and .A B m A xm B x m B

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Special Angle PairsTerm Definition ExampleComplementary Angles

Supplementary Angles

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Find each Supplement and Complement

Angle Complement Supplement5) 65◦

6) 87.2◦

7) 95◦

8) (4x + 2)◦

9) (10x – 6)◦

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Solve as indicated10. and are supplementary angles. Let (2 )

and (8 6) . Solve for x and .A B m A xm B x m A

11. The ratio of the measures of two complementary angles is 1:3. What is the measure of the larger angle?