Question 22 of 50 If the two triangles are similar, then a possible similarity statement would be: D Back Next 24 30 A 36 54 45 B None of the choices are correct. A4BC – ADAC O A4BC - ACDA O ACAB-ACAD O A4BC - ADC

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
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**Question 22 of 50**

If the two triangles are similar, then a possible similarity statement would be:

[Diagram Description: The diagram consists of two triangles. Triangle ABC with vertices labeled A, B, and C, and triangle ADC with vertices labeled A, D, and C. The side lengths are marked as follows:

- AC = 36
- AB = 45
- BC = 54
- CD = 24
- DA = 30]

Possible similarity statements:

- ○ \( \triangle ABC \sim \triangle DAC \)
- ○ \( \triangle ABC \sim \triangle CDA \)
- ○ \( \triangle CAB \sim \triangle CAD \)
- ○ \( \triangle ABC \sim \triangle ADC \)
- ○ None of the choices are correct.

\[ \text{[Option buttons: Back Next]} \]
Transcribed Image Text:**Question 22 of 50** If the two triangles are similar, then a possible similarity statement would be: [Diagram Description: The diagram consists of two triangles. Triangle ABC with vertices labeled A, B, and C, and triangle ADC with vertices labeled A, D, and C. The side lengths are marked as follows: - AC = 36 - AB = 45 - BC = 54 - CD = 24 - DA = 30] Possible similarity statements: - ○ \( \triangle ABC \sim \triangle DAC \) - ○ \( \triangle ABC \sim \triangle CDA \) - ○ \( \triangle CAB \sim \triangle CAD \) - ○ \( \triangle ABC \sim \triangle ADC \) - ○ None of the choices are correct. \[ \text{[Option buttons: Back Next]} \]
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