I recognized the structure immediately and started coding toward a solution I'd seen before.
Clarify the exact requirements: maximum chunk length, whether spaces count toward the limit, and how to handle words longer than the limit. Then propose a greedy algorithm that scans the message and cuts at the last space before the limit, discussing edge cases and trade-offs.
Pro tip: Mention that you would confirm the definition of 'word boundary' and whether leading/trailing spaces are acceptable, as this affects the algorithm's simplicity and correctness.
Ask about the maximum chunk length, whether spaces count toward it, and what to do if a single word exceeds the limit. Confirm if chunks can have leading/trailing spaces and if preserving original spacing is required.
Explain that you would iterate through the message, find the farthest space within the limit, and cut there. If no space exists, handle the long word case (e.g., split mid-word or error).
Cover cases like multiple consecutive spaces, leading/trailing spaces, empty message, and words longer than the limit. Propose solutions such as trimming or allowing mid-word splits with a note.
State that the greedy approach runs in O(n) time and O(1) extra space (excluding output). Discuss trade-offs between simplicity and optimality (e.g., greedy may produce more chunks than necessary).
Walk through a concrete example to illustrate the algorithm, showing how chunks are formed and how edge cases are handled.
AI-generated suggestions, not part of the candidate's original notes. May be inaccurate — verify before relying on them.