**Similar Figures** **Given the similar figures, name all pairs of corresponding sides and angles.** Two triangles are shown: \( \triangle LMN \) and \( \triangle RST \). - **Triangle \( \triangle LMN \):** - Side \( LM = 9 \) - Side \( MN = 12 \) - Side \( LN = 15 \) - **Triangle \( \triangle RST \):** - Side \( RS = 6 \) - Side \( ST = 8 \) - Side \( RT = 10 \) **Corresponding sides:** - \( LM \sim rs \) - \( MN \sim st \) - \( NL \sim tr \) **Corresponding angles:** - \( \angle L = \, {} \) - \( \angle M = \, {} \) - \( \angle N = \, {} \) *Note: The triangles imply similarity and proportionality among corresponding sides and congruence between corresponding angles.*
**Similar Figures** **Given the similar figures, name all pairs of corresponding sides and angles.** Two triangles are shown: \( \triangle LMN \) and \( \triangle RST \). - **Triangle \( \triangle LMN \):** - Side \( LM = 9 \) - Side \( MN = 12 \) - Side \( LN = 15 \) - **Triangle \( \triangle RST \):** - Side \( RS = 6 \) - Side \( ST = 8 \) - Side \( RT = 10 \) **Corresponding sides:** - \( LM \sim rs \) - \( MN \sim st \) - \( NL \sim tr \) **Corresponding angles:** - \( \angle L = \, {} \) - \( \angle M = \, {} \) - \( \angle N = \, {} \) *Note: The triangles imply similarity and proportionality among corresponding sides and congruence between corresponding angles.*
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
Related questions
Question
![**Similar Figures**
**Given the similar figures, name all pairs of corresponding sides and angles.**
Two triangles are shown: \( \triangle LMN \) and \( \triangle RST \).
- **Triangle \( \triangle LMN \):**
- Side \( LM = 9 \)
- Side \( MN = 12 \)
- Side \( LN = 15 \)
- **Triangle \( \triangle RST \):**
- Side \( RS = 6 \)
- Side \( ST = 8 \)
- Side \( RT = 10 \)
**Corresponding sides:**
- \( LM \sim rs \)
- \( MN \sim st \)
- \( NL \sim tr \)
**Corresponding angles:**
- \( \angle L = \, {} \)
- \( \angle M = \, {} \)
- \( \angle N = \, {} \)
*Note: The triangles imply similarity and proportionality among corresponding sides and congruence between corresponding angles.*](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fad6d799d-952c-413a-ab29-48717931742e%2F291ce0ba-ff3b-4cb4-aa6e-1643105e7229%2F1paq6bl.jpeg&w=3840&q=75)
Transcribed Image Text:**Similar Figures**
**Given the similar figures, name all pairs of corresponding sides and angles.**
Two triangles are shown: \( \triangle LMN \) and \( \triangle RST \).
- **Triangle \( \triangle LMN \):**
- Side \( LM = 9 \)
- Side \( MN = 12 \)
- Side \( LN = 15 \)
- **Triangle \( \triangle RST \):**
- Side \( RS = 6 \)
- Side \( ST = 8 \)
- Side \( RT = 10 \)
**Corresponding sides:**
- \( LM \sim rs \)
- \( MN \sim st \)
- \( NL \sim tr \)
**Corresponding angles:**
- \( \angle L = \, {} \)
- \( \angle M = \, {} \)
- \( \angle N = \, {} \)
*Note: The triangles imply similarity and proportionality among corresponding sides and congruence between corresponding angles.*
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