1. Translation: Translate △ABC to the right so that point A lines up with point G.
2. Rotation: Rotate the translated triangle clockwise around point A until side AB lines up with side GH.
3. Reflection: Reflect the rotated triangle over line AB to match up side AC with side HE.
4. Translation: Translate the reflected triangle down so that point C lines up with point E.
After performing these transformations, we have shown that △ABC is congruent to △GHE.
△ABC is congruent to △GHE . Describe a sequence of transformations from △ABC to △GHE that proves their congruence.
(2 points)
1 answer