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In the provided image, there are two tables. Each table contains coordinate pairs labeled "Image" and "Pre-Image." The values of the "Pre-Image" column are missing. Your task seems to involve determining the transformation that maps the "Pre-Image" points to the "Image" points.

Here are the given "Image" points:
1. (4, 6)
2. (-2, -4)
3. (8, -10)

### Let's analyze the relationship between these points and their "Pre-Image" counterparts:

Assuming the transformation involves a simple linear operation, such as translation, rotation, scaling, or reflection, we need to figure out what could connect the unknown "Pre-Image" points to the provided "Image" points. One possibility is that there might be a consistent scaling factor or translation.

Would you like me to proceed by calculating possible transformations based on the points provided?

Determine the transformation between the Pre-Image and Image coordinates: (4,6), (-2,-4), (8,-10).

Learn how to determine the transformation from Pre-Image to Image coordinates using linear transformations. This problem focuses on analyzing transformations in the coordinate plane, including scaling, reflection, and translation. Suitable for Grades 7-9.

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