Select all segments that have the same length as segment EG. FI EI GE GH EH EF GI  FH GF IH

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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Select all segments that have the same length as segment EG.

FI

EI

GE

GH

EH

EF

GI 

FH

GF

IH

The diagram showcases three intersecting circles aligned along a straight horizontal line. The notable points and their positions are as follows:

- **Circle on the Left:**
  - Center: Point E
  - Intersects with the middle circle at Point F

- **Circle in the Middle:**
  - Center: Point F
  - Intersects with the left circle at Point E
  - Intersects with the right circle at Point I

- **Circle on the Right:**
  - Center: Point I
  - Intersects with the middle circle at Point F

**Line Segment:**
- A straight line extends from Point G on the far left to Point H on the far right.
- Points E, F, and I lie on this line, marking the centers of the circles.

The arrangement is symmetrical with overlapping circles creating intersections at key points along the horizontal line. These circles and points can be used to explore geometric concepts such as symmetry, circle properties, and intersection points.
Transcribed Image Text:The diagram showcases three intersecting circles aligned along a straight horizontal line. The notable points and their positions are as follows: - **Circle on the Left:** - Center: Point E - Intersects with the middle circle at Point F - **Circle in the Middle:** - Center: Point F - Intersects with the left circle at Point E - Intersects with the right circle at Point I - **Circle on the Right:** - Center: Point I - Intersects with the middle circle at Point F **Line Segment:** - A straight line extends from Point G on the far left to Point H on the far right. - Points E, F, and I lie on this line, marking the centers of the circles. The arrangement is symmetrical with overlapping circles creating intersections at key points along the horizontal line. These circles and points can be used to explore geometric concepts such as symmetry, circle properties, and intersection points.
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