- Insertion - O(1)
- Removal
- shift - O(1)
- pop - O(n)
- Searching - O(n)
- Access - O(n)
- Insertion - O(1)
- Removal - O(1)
- Searching - O(n)
- Technically searching is O(n/2), but that's still O(n)
- Access - O(n)
- Insertion - O(1)
- Removal - O(1)
- Searching - O(n)
- Access - O(n)
- Insertion - O(1)
- Removal - O(1)
- Searching - O(n)
- Access - O(n)
- Insertion - O(log n)
- Searching - O(log n)