=1-2 In ASZU, UJ = 9, VJ = 3, and ZT = 18. Find each length. S 5. YJ 6. SJ %23 9. 7. YU 8. SV 3 9. JT 10. ZJ N.

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
Problem 1CT
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how do you find YJ (number 5) ?
**Practice and Problem Solving**

1-2. In the triangle ΔSZU, \( UJ = 9 \), \( VJ = 3 \), and \( ZT = 18 \). Find each length.

5. \( YJ \)  
6. \( SJ \)  
7. \( YU \)  
8. \( SV \)  
9. \( JT \)  
10. \( ZJ \)

**Diagram Explanation:**

The diagram depicts a triangle ΔSZU with several labeled points and line segments inside it. The known line segments are marked with their lengths: \( UJ = 9 \), \( VJ = 3 \), and \( ZT = 18 \). The internal points \( Y \), \( J \), \( V \), and \( T \) create smaller segments whose lengths need to be determined.

**Coordinate Geometry**

3. Find the coordinates of the centroid of each triangle with the given vertices.

11. \( A(-1, 11) \), \( B(3, 1) \), \( C(7, 6) \)  
12. \( X(5, 7) \), \( Y(9, -3) \), \( Z(13, 2) \)

**Interior Design**

13. Emilia made a collage with ____.
Transcribed Image Text:**Practice and Problem Solving** 1-2. In the triangle ΔSZU, \( UJ = 9 \), \( VJ = 3 \), and \( ZT = 18 \). Find each length. 5. \( YJ \) 6. \( SJ \) 7. \( YU \) 8. \( SV \) 9. \( JT \) 10. \( ZJ \) **Diagram Explanation:** The diagram depicts a triangle ΔSZU with several labeled points and line segments inside it. The known line segments are marked with their lengths: \( UJ = 9 \), \( VJ = 3 \), and \( ZT = 18 \). The internal points \( Y \), \( J \), \( V \), and \( T \) create smaller segments whose lengths need to be determined. **Coordinate Geometry** 3. Find the coordinates of the centroid of each triangle with the given vertices. 11. \( A(-1, 11) \), \( B(3, 1) \), \( C(7, 6) \) 12. \( X(5, 7) \), \( Y(9, -3) \), \( Z(13, 2) \) **Interior Design** 13. Emilia made a collage with ____.
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