To determine the type of transformation applied to triangle ABC, we would need more context or a visual representation of the triangle before and after the transformation. However, I can outline a few key characteristics of each type of transformation you've listed:
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Reflection: The triangle is flipped over a line (the line of reflection). Points on triangle ABC will be equidistant from the line of reflection.
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Rotation: The triangle is turned around a fixed point (the center of rotation). The angle of rotation and the center will determine the final position of triangle ABC.
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Composition: This involves combining two or more transformations (such as rotation followed by reflection).
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Dilation: The triangle is resized, either enlarged or reduced, while maintaining its shape. The dimensions change, but the angles remain the same.
If you can provide information about the characteristics of triangle ABC before and after the transformation, I can help you better identify which type, if any, of these transformations has been applied, other than translation.
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