What kind of a transformation, besides a translation, has been done to △ ABC ? (1 point) a reflection a composition a rotation a rotation

Answer 1

To determine the type of transformation applied to triangle $\mathrm{△}ABC$, we would need more specific information or a visual representation of the triangles before and after the transformation. However, based on the options you've provided, here are brief explanations of each type of transformation:

1. Reflection: This flips the triangle over a line (the line of reflection), creating a mirror image.

2. Composition: This involves applying two or more transformations in sequence, such as a translation followed by a rotation.

3. Rotation: This turns the triangle around a fixed point (the center of rotation) by a certain angle.

If you can provide more context or specific details about how triangle $\mathrm{△}ABC$ has changed (such as the orientation or position), I can help you identify the transformation more accurately!