Dilations, Translation, Rotations, and Reflections (Grade 8)
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Dilations, Translation, Rotations, and Reflections
1.
The second image was created from the first using which transformation(s)?



- Rotation
- Translation and Dilation
- Reflection and Translation
- No possible transformations
2.
For the image on the left to be transformed into image on the right it must be


- rotated about the origin.
- reflected across the y-axis.
- dilated, with origin as center.
- rotated and dilated, with origin as center.
3.
The second image was created from the first using which transformation(s)?



- Rotation
- Translation and Dilation
- Reflection and Translation
- No possible transformations
4.
The second image was created from the first using which transformation(s)?



- Rotation
- Translation and Dilation
- Reflection and Translation
- No possible transformations
5.
The second image was created from the first using which transformation(s)?



- Rotation, Translation, and Dilation
- Translation
- Rotation and then Translation
- No possible transformations
6.
The second image was created from the first using which transformation(s)?



- Rotation, Translation, and Dilation
- Translation
- Rotation and then Translation
- No possible transformations
7.
The second image was created from the first using which transformation(s)?



- Rotation
- Translation
- Rotation and then Translation
- Translation and then Dilation
8.
The second image was created from the first using which transformation(s)?



- Rotation
- Translation and Dilation
- Reflection and Translation
- No possible transformations
9.
The second image was created from the first using which transformation(s)?



- Rotation, Translation, and Dilation
- Translation
- Reflection and Translation
- No possible transformations
10.
The second image was created from the first using which transformation(s)?



- Rotation, Translation, and Dilation
- Translation
- Rotation and then Translation
- No possible transformations
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