Part A) Similarity "You must show all work to recelve credit In the SMART town live 5 people: Sam, Maria, Amy, Roberto, and Tracy. The town is modeled by the diagram below. Each person's house is located at the vertex with their initial. ASAT - AMAR. ZARM and ZATS are right angles. S 6. T 24 12 1. Find the length of AM: 2. Find the length of MS 3. Find the length of AS
Part A) Similarity "You must show all work to recelve credit In the SMART town live 5 people: Sam, Maria, Amy, Roberto, and Tracy. The town is modeled by the diagram below. Each person's house is located at the vertex with their initial. ASAT - AMAR. ZARM and ZATS are right angles. S 6. T 24 12 1. Find the length of AM: 2. Find the length of MS 3. Find the length of AS
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter3: Functions And Graphs
Section3.3: Lines
Problem 9E
Related questions
Question
Please answer all. Thank you
![**Part A) Similarity**
*You must show all work to receive credit*
In the SMART town live 5 people: Sam, Maria, Amy, Roberto, and Tracy. The town is modeled by the diagram below. Each person’s house is located at the vertex with their initial.
ΔSAT ~ ΔMAR. ∠ARM and ∠ATS are right angles.
```
S
|
|
| \
| \
| \
| \ M
| \ |
| \ | 9
| \ |
| \|
T------------------R-----------------------A
24 12
```
1. Find the length of AM:
2. Find the length of MS:
3. Find the length of AS](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fa94eef15-d6ce-48af-9f2a-802fe6dc44d5%2Fd59a561b-0da4-4351-9673-3c228f648f52%2F0gs58ls_processed.jpeg&w=3840&q=75)
Transcribed Image Text:**Part A) Similarity**
*You must show all work to receive credit*
In the SMART town live 5 people: Sam, Maria, Amy, Roberto, and Tracy. The town is modeled by the diagram below. Each person’s house is located at the vertex with their initial.
ΔSAT ~ ΔMAR. ∠ARM and ∠ATS are right angles.
```
S
|
|
| \
| \
| \
| \ M
| \ |
| \ | 9
| \ |
| \|
T------------------R-----------------------A
24 12
```
1. Find the length of AM:
2. Find the length of MS:
3. Find the length of AS
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