LeetCode 3782 - Last Remaining Integer After Alternating Deletion Operations
Before I write the full guide, I want to confirm one critical detail because the examples appear inconsistent with the stated operations.
Difficulty: π΄ Hard
Topics: Math, Recursion
Solution
Before I write the full guide, I want to confirm one critical detail because the examples appear inconsistent with the stated operations.
The statement says:
- Operation 1: Starting from the left, delete every second number
Example transforms [1,2,3,4,5,6,7,8] β [1,3,5,7]
This means it is deleting positions 2,4,6,8 and keeping odd positions.
However, for Operation 2 on [1,3,5,7], the example gives:
[1,3,5,7] β [3,7]
If we truly βstart from the right and delete every second number,β there are two possible interpretations:
- delete
7,3β remaining[1,5] - keep alternating from the right β remaining
[3,7]
The example chooses [3,7], which changes the rule interpretation.
Can you confirm which version LeetCode 3782 actually uses?
- Exactly as written in your prompt/examples (
8 β 3,5 β 1) - The standard elimination-game interpretation (similar to LeetCode 390), where alternating deletions yield different outputs
I want to make sure the algorithm, proof, worked examples, and test cases all match the intended problem behavior exactly.