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Strengths:

  • The solutions are correct and efficient.
  • The code is well-commented, making it easy to understand.
  • The student has provided multiple methods for solving the K-diff Pairs problem, showing a good understanding of different approaches.

Areas for Improvement:

  • Use more descriptive variable and method names to enhance readability.
  • For K-diff Pairs, Method 2 could be optimized by focusing on counting unique pairs rather than storing them, which would reduce space usage.
  • Consider adding edge case handling comments or checks, especially for inputs like numRows = 0 in Pascal's Triangle, even though the problem constraints might not require it.

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