**Question:** Name the marked angle in 2 different ways. **Diagram:** The provided diagram illustrates an angle formed by three points labeled T, R, and S. Point R is the vertex where the two lines or rays meet, forming an angle facing downward. Ray TR extends upwards from R, and ray RS extends horizontally to the right from R. The task asks to name the marked angle considering two different notation methods commonly used in geometry. **Explanation of Diagram:** 1. The angle can be named by the vertex and a point on each of its sides. One way to name the angle is by its points, in this case: - ∠TRS - ∠SRT 2. Alternatively, angles can be referred to just by the vertex if there is no ambiguity. - ∠R **Answer Submission:** There are two blank fields provided for the different names of the angle. The user is expected to input the names in these fields and then click the "Submit Answer" button. **User Instructions:** - Enter the angle names in the two blank boxes. - Click "Submit Answer" to record your responses. **Additional Details:** The interface also shows navigation buttons like “Privacy Policy” and “Terms” at the bottom, indicating compliance and user agreements. There is a copyright notice attributing © 2021 DeltaMath. Ensure the accuracy of your angle names and follow the standard notation rules in geometry.

Elementary Geometry For College Students, 7e
7th Edition
ISBN:9781337614085
Author:Alexander, Daniel C.; Koeberlein, Geralyn M.
Publisher:Alexander, Daniel C.; Koeberlein, Geralyn M.
ChapterP: Preliminary Concepts
SectionP.CT: Test
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**Question:**
Name the marked angle in 2 different ways.

**Diagram:**
The provided diagram illustrates an angle formed by three points labeled T, R, and S. Point R is the vertex where the two lines or rays meet, forming an angle facing downward. Ray TR extends upwards from R, and ray RS extends horizontally to the right from R.

The task asks to name the marked angle considering two different notation methods commonly used in geometry.

**Explanation of Diagram:**
1. The angle can be named by the vertex and a point on each of its sides. One way to name the angle is by its points, in this case:
   - ∠TRS
   - ∠SRT
   
2. Alternatively, angles can be referred to just by the vertex if there is no ambiguity.
   - ∠R
   
**Answer Submission:**
There are two blank fields provided for the different names of the angle. The user is expected to input the names in these fields and then click the "Submit Answer" button.

**User Instructions:**
- Enter the angle names in the two blank boxes.
- Click "Submit Answer" to record your responses.

**Additional Details:**
The interface also shows navigation buttons like “Privacy Policy” and “Terms” at the bottom, indicating compliance and user agreements. There is a copyright notice attributing © 2021 DeltaMath.

Ensure the accuracy of your angle names and follow the standard notation rules in geometry.
Transcribed Image Text:**Question:** Name the marked angle in 2 different ways. **Diagram:** The provided diagram illustrates an angle formed by three points labeled T, R, and S. Point R is the vertex where the two lines or rays meet, forming an angle facing downward. Ray TR extends upwards from R, and ray RS extends horizontally to the right from R. The task asks to name the marked angle considering two different notation methods commonly used in geometry. **Explanation of Diagram:** 1. The angle can be named by the vertex and a point on each of its sides. One way to name the angle is by its points, in this case: - ∠TRS - ∠SRT 2. Alternatively, angles can be referred to just by the vertex if there is no ambiguity. - ∠R **Answer Submission:** There are two blank fields provided for the different names of the angle. The user is expected to input the names in these fields and then click the "Submit Answer" button. **User Instructions:** - Enter the angle names in the two blank boxes. - Click "Submit Answer" to record your responses. **Additional Details:** The interface also shows navigation buttons like “Privacy Policy” and “Terms” at the bottom, indicating compliance and user agreements. There is a copyright notice attributing © 2021 DeltaMath. Ensure the accuracy of your angle names and follow the standard notation rules in geometry.
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