https://file.aiquickdraw.com/mathbot/file/1725937085482a6nvj8bb.jpg

The question asks which image shows a rotation from the options A, B, and C. Let's analyze each image to determine which represents a rotation:

- **A**: The triangle appears to be reflected across a vertical axis, which is a reflection, not a rotation.
- **B**: This image shows the triangle rotated about a point, changing its orientation compared to the original position. This is a rotation.
- **C**: The triangle seems to have been translated (shifted) without changing its orientation, indicating a translation rather than a rotation.

The correct answer is **B** because it shows the triangle rotated from its original position.

Do you have any further questions or would you like more details? Here are some related questions:

1. What is the difference between reflection and rotation in transformations?
2. Can a shape be both rotated and reflected at the same time?
3. How can we calculate the angle of rotation for a given figure?
4. What is a translation in geometric transformations?
5. What are the key characteristics that distinguish a rotation from a translation?

**Tip**: When identifying rotations, focus on the orientation of the figure after transformation; the position and angle relative to a point will have changed.

Which image shows a rotation? (Options: A, B, C)

Learn how to identify a rotation in geometric transformations. This problem covers key concepts in geometry related to transformations, including rotation properties. Suitable for students in Grades 5-7.

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