Got the sub-1000 logic coded up fine, chunks of hundreds, tens, ones, no problem.
Break the problem into recursive chunks: handle numbers below 1000, then scale by thousands, millions, and billions. Use arrays for words of ones, teens, and tens, and a helper function to convert any three-digit group. Concatenate results with appropriate scale words and handle edge cases like zero and negative numbers.
Pro tip: Mention that you'd clarify requirements first: range of integers (e.g., 32-bit vs 64-bit), handling of zero, negatives, and whether to include 'and' (e.g., 'One Hundred and Twenty Three'). This shows attention to detail and prevents rework.
Ask about input range, negative numbers, zero, and formatting conventions (e.g., use of 'and', capitalization). Confirm expected output for edge cases like 0, 100, 1000, and 1,000,000.
Create arrays for ones (1-19), tens (20-90), and scale words (Thousand, Million, Billion). Write a helper function to convert any number less than 1000 into words.
Iterate through the number from least significant to most significant, extracting three-digit chunks. For each chunk, convert to words using the helper and append the appropriate scale word.
Handle zero separately. For negatives, prepend 'Minus'. Join the word groups with spaces, ensuring no extra spaces and proper capitalization.
Walk through examples like 0, 5, 21, 100, 1234, 1000000, and negative numbers to verify correctness. Discuss time and space complexity.
AI-generated suggestions, not part of the candidate's original notes. May be inaccurate — verify before relying on them.