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Which of the following transformations maps GHI onto G’H’I’?
translation right 8 units
translation right 11 units
reflection across the y-axis
reflection across the x-axis
rotation 90° clockwise around the origin
rotation 90° counterclockwise around the origin
rotation 180° around the origin
To determine which transformation maps triangle GHI onto triangle G’H’I’, we need to analyze the relationship between the two triangles.
1. Translations: If GHI is translated to G’H’I’, we would look for shifts in their position. For example, if a triangle moves right, this would indicate a translation.
2. Reflections: If GHI is flipped over a line (such as the x or y-axis), this indicates reflection.
3. Rotations: Rotating the triangle around the origin changes its orientation; we must check the degrees to find if it aligns with G’H’I’.
Without specific coordinates or a diagram of the triangles, it would be difficult to specify which transformation accurately applies. However, if you find that G’H’I’ appears to have moved a certain distance right, or if it looks like it has been flipped or rotated in a certain direction, you’d choose the corresponding transformation.
If you have further details regarding the triangles or their coordinates, please provide those, and we can narrow it down! For more in-depth assistance, check the extended services page.