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Identifying Angle Measures and Vertical Angles in Geometry

This lesson explores how to identify the measure of angle Q given that the measure of angle R is 32°. It also includes examples of identifying vertical angles, specifically focusing on pairs such as R and Q, and P and S. Understanding that vertical angles are equal allows us to conclude the measure of Q is also 32°. This is a foundational concept in geometry that emphasizes the relationship between vertical angles, crucial for further study in geometric properties.

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Identifying Angle Measures and Vertical Angles in Geometry

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  1. Identify the measure of Q if the measure of R is 32°. 1. Identify two pairs of vertical angles. Example 1 Rand Q Pand S Lesson 4-4 Example 1

  2. Identify the measure of Q if the measure of R is 32°. Example 1 2. To find the measure of the missing angle, find the measure of the opposite angle. ~ Q=R Lesson 4-4 Example 1

  3. Identify the measure of Q if the measure of R is 32°. Example 1 2. The measure of Q is ___. 32° Lesson 4-4 Example 1

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