Dharma Array1 submission

[dharma6]

No description provided.

[super30admin]

• Strengths:
  • The solution is correct and efficiently computes the desired result.
  • The use of left and right product arrays is a good approach to avoid the O(n^2) time complexity.
  • The code is clean, readable, and follows good practices.
• Areas for Improvement:
  • Consider optimizing the space complexity by using the output array to store intermediate results, which would reduce the extra space used.
  • The solution could be made more concise by combining some steps, though this is not a major issue.