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Pranav Sorte added 2 commits December 1, 2025 21:38
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  • Strengths:
    • The student has a good understanding of the problems and has implemented efficient solutions.
    • The code is clean, well-commented, and follows best practices.
    • The student has correctly analyzed the time and space complexity of their solutions.
  • Areas for Improvement:
    • In the KDiffPairs solution, the student could consider edge cases more explicitly, such as when the input array is empty or when k is negative (though the problem likely guarantees k is non-negative).
    • In the PascalTriangle solution, the student could mention that the space complexity is O(n^2) in the comments, as it might not be immediately obvious to some readers.

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2 participants