Consider the following tree traversals on a full binary tree:
- Preorder
- Inorder
- Postorder
Which of the following traversal options is/are sufficient to uniquely reconstruct the full binary tree?
- $\text{(i) and (ii)}$
- $\text{(ii) and (iii)}$
- $\text{(i) and (iii)}$
- $\text{(ii) only}$