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  • Strengths:
    • The student has a clear understanding of the problem and has implemented an optimal solution with O(n) time complexity.
    • The code is clean, well-commented, and easy to follow.
    • The use of a single variable product to store the running product during the backward pass is a clever optimization.
  • Areas for Improvement:
    • While the solution is already optimal, it might be helpful to add a brief comment explaining why the backward pass starts from the second-to-last element and how the product variable is used to accumulate the right-side products.
    • The variable name res could be more descriptive, such as result or output, to enhance readability.

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3 participants