← Verkada Inc. Interview Insights
I've done the single-digit version enough times that I jumped in fast, which was probably a mistake.
Clarify the problem constraints and edge cases, then propose a digit-by-digit addition approach that handles carries, leveraging the 4-digit chunking to optimize. Discuss trade-offs between iterative and recursive solutions, and analyze time/space complexity.
Pro tip: Mention that you would test with edge cases like different lengths, carries propagating across chunks, and leading zeros to ensure robustness. This shows attention to detail and quality.
Ask about input size, whether lists can be empty, if leading zeros are allowed, and if the sum should be in-place or a new list. Confirm that each node stores up to 4 digits (0-9999).
Traverse both lists simultaneously, adding corresponding chunks along with any carry. Handle different lengths by continuing with the remaining list. Propagate carry to the next chunk.
Consider cases where one list is longer, carry propagates beyond the last node, and sums like 9999+1 produce a new node. Also handle empty lists and leading zeros in the result.
Discuss time complexity O(max(m,n)) and space complexity O(max(m,n)) for the result. Compare iterative vs recursive approaches and in-place vs new list creation.
Walk through examples like 1234+5678, 9999+1, and lists of different lengths. Verify carry handling and that the result is correctly formatted.
AI-generated suggestions, not part of the candidate's original notes. May be inaccurate — verify before relying on them.