Question

1. describe another sequence of transformations that will result in the same image.

Explanation:

Assume the original transformation is a translation. Another way could be a rotation followed by a translation. First, rotate the figure (for example, 180 degrees around a certain point) and then translate it to the same final position. The key is that different combinations of rigid transformations (rotation, translation, reflection) can lead to the same final image.

Answer:

First, rotate the figure \(180^{\circ}\) around a suitable point (e.g., the mid - point of \(CT\) if \(CT\) is a side). Then, translate the rotated figure to the position of the target image.