Question
Question 1
What two transformations need to be perfomed to show that the triangles are congruent?
(2 points)
Responses which answers are truly correct and why in your head and be smart
Reflection
Reflection
Dilation
Dilation
Rotation
Rotation
Translation
Translation
Question 2
What congruency theorem does this justify?(1 point)
Responses
AAS
AAS
AAA
AAA
ASA
ASA
SSS
SSS
HL
HL
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What two transformations need to be perfomed to show that the triangles are congruent?
(2 points)
Responses which answers are truly correct and why in your head and be smart
Reflection
Reflection
Dilation
Dilation
Rotation
Rotation
Translation
Translation
Question 2
What congruency theorem does this justify?(1 point)
Responses
AAS
AAS
AAA
AAA
ASA
ASA
SSS
SSS
HL
HL
Skip to navigation
Answers
GPT-4o mini
### Question 1:
To determine the transformations needed to show that the triangles are congruent, we typically analyze the orientation and position of the triangles. The correct responses would likely be:
- **Reflection**
- **Translation**
This means you would first reflect one triangle over a line (if needed) to match its orientation to the other triangle, and then translate it to line up exactly.
### Question 2:
The congruency theorem that these transformations might be justifying is:
- **ASA (Angle-Side-Angle)**
This is because if you can align one triangle to another using these transformations, you can show that corresponding angles and side lengths are equal, thus demonstrating congruence through the ASA criterion.
To determine the transformations needed to show that the triangles are congruent, we typically analyze the orientation and position of the triangles. The correct responses would likely be:
- **Reflection**
- **Translation**
This means you would first reflect one triangle over a line (if needed) to match its orientation to the other triangle, and then translate it to line up exactly.
### Question 2:
The congruency theorem that these transformations might be justifying is:
- **ASA (Angle-Side-Angle)**
This is because if you can align one triangle to another using these transformations, you can show that corresponding angles and side lengths are equal, thus demonstrating congruence through the ASA criterion.