Step 1: Observe the tile design.
Each option is a pattern formed by repeating square spiral-like tiles. If the whole wall can be made by repeating a single identical tile (with possible rotation), then the answer is correct.
Step 2: Check option A.
All squares look identical. The spirals are aligned and repeated without requiring different tiles. ⇒ Possible.
Step 3: Check option B.
The spirals alternate orientations, indicating at least two different types of tiles. ⇒ Not possible with one tile.
Step 4: Check option C.
Again, there are alternating rotations of two different tile orientations. ⇒ Needs more than one tile.
Step 5: Check option D.
All spirals are aligned identically. ⇒ Single tile works.
Step 6: Conclude.
Only (A) and (D) are made from a single tile.
Final Answer:
\[
\boxed{\text{A and D}}
\]