Hello please help me with this You can use a **rigid transformation** to take triangle \( ABC \) to one of the other triangles.### DiagramsThe image contains a grid with three triangles labeled \( \triangle ABC \), \( \triangle DBE \), and \( \triangle CFG \). - **Triangle ABC**: Positioned in the center, colored green. Points \( A \), \( B \), and \( C \) form a triangle.- **Triangle DBE**: Colored blue, located above and to the left of \( \triangle ABC \). - **Triangle CFG**: Also blue, located to the right, aligned horizontally with \( \triangle ABC \).### Instructions and Questions1. **Which one? Explain how you know.** [Text box for entering answers]2. **Describe a rigid transformation that takes \( ABC \) to the triangle you selected.** [Text box for entering answers]

So at first we have to find the appropriate triangle (between BDE & CGF) to which we can convert the triangle ABC using rigid transformation. Then we have to find that rigid transformation.We can convert triangle ABC into triangle CGF because : AB = 3 units , BC = 4 units CF = 3 units , GF = 4 units ➞ AB/BC = CF/GF And ∠ABC = ∠CFG = 90⁰ Hence the triangles : ABC , CGF are similar triangles