△ABC is congruent to △GHE . Describe a sequence of transformations from △ABC to △GHE that proves their congruence.
One possible sequence of transformations that proves the congruence of △ABC and △GHE is:
1. Reflection: Reflect △ABC over a line to obtain a new triangle △A'B'C'.
2. Translation: Translate △A'B'C' to the right or left so that its corresponding vertices coincide with △GHE's corresponding vertices. This will result in a new triangle, △A"B"C".
3. Rotation: Rotate △A"B"C" around a given point until it perfectly aligns with △GHE. This will result in the triangles being congruent.
Note: The sequence of transformations may vary depending on the given information and specific configuration of the triangles.