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Understanding Angles and Relationships in Circles: Holt McDougal Geometry

This resource focuses on identifying lines and segments that intersect within circles, exploring angle measures, and understanding the relationships between angles and their respective lines. Students will learn to calculate various angle measures, including those formed by intersecting lines and circles, and apply this knowledge to complex problems involving geometric relationships. The material includes quizzes and practical examples to reinforce learning, making it essential for mastering geometry concepts related to angles and circles.

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Understanding Angles and Relationships in Circles: Holt McDougal Geometry

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  1. 9-5 Angle Relationships in Circles Holt McDougal Geometry Holt Geometry

  2. Warm Up 1.Identify each line or segment that intersects F. Find each measure. 2. mNMP 3. mNLP

  3. Find each measure. mEFH

  4. Find each measure. mSTU

  5. Find each measure. mAEB

  6. Find each angle measure. mRNM

  7. Find the value of x.

  8. Find the value of x.

  9. In the company logo shown, = 108°, and = 12°. What is mFKH?

  10. Two of the six muscles that control eye movement are attached to the eyeball and intersect behind the eye. If mAEB = 225, what is mACB?

  11. Find U V

  12. Find mLP

  13. x x

  14. Lesson Quiz: Part I Find each measure. 1. mFGJ 2. mHJK

  15. Lesson Quiz: Part II 3. An observer watches people riding a Ferris wheel that has 12 equally spaced cars. Find x.

  16. Lesson Quiz: Part III 4. Find mCE.

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