The base problem is fine, sort by length descending and grab index 2.
Clarify the tie-breaking rule and edge cases (e.g., fewer than 3 distinct lengths, duplicates) before coding. Then use a min-heap of size 3 to track the top three words by length, updating based on length and later index. Alternatively, sort the array by length descending and index descending, then pick the third distinct length.
Pro tip: Mention that you can avoid sorting the entire array by using a heap for O(n log 3) time, but also note that sorting is simpler and O(n log n) is acceptable for most interviews. Discuss the trade-off to show depth.
Ask about tie-breaking (later index wins), what 'third largest' means if there are fewer than 3 distinct lengths, and whether duplicates count as separate words.
Decide between sorting (O(n log n)) and heap (O(n log k) with k=3). Explain the trade-offs and pick one based on constraints.
If using heap: iterate through words, maintain a min-heap of size 3 based on length and index. If using sorting: sort by length descending, then index descending, and pick the third distinct length.
Walk through edge cases: fewer than 3 words, all same length, ties, and ensure the later index is chosen correctly.
State time and space complexity. Mention that the heap approach is more efficient for large arrays if k is small, but sorting is simpler.
AI-generated suggestions, not part of the candidate's original notes. May be inaccurate — verify before relying on them.