[ OK ] 1042189b-01c2-458d-96ab-977a016f2d8a — full writeup
[ INFO ] category: Behavioral · Coding difficulty: 7 freq: first seen: 2026-01-29
[7][CODING]System DesignData StructuresAlgorithms
$ cat problem.md
Google — Software Engineer ✅ Passed
Level: Unknown Level
Round: Phone Screen · Type: Coding · Difficulty: 7/10 · Duration: 60 min · Interviewer: Unfriendly
Topics: System Design, Data Structures, Algorithms
Location: Mountain View, CA
Interview date: 2026-01-15
Summary
I was asked to implement a complete wait list system.
Details
The coding question I received was to write a complete wait list system with the following requirements:
- Ability to add or remove users from the waitlist
- Ability to view the current queue
- Ability to view the top or bottom k elements in the queue
My approach:
- I started by discussing the data structures that could be used to implement the wait list, such as a queue or a linked list.
- I considered the time complexity of each operation (add, remove, view queue, view top/bottom k) for each data structure.
- I chose to implement the wait list using a priority queue to efficiently support viewing the top/bottom k elements.
- I implemented the add and remove operations, ensuring that they maintain the priority queue's ordering.
- I implemented the view queue operation by iterating through the priority queue.
- I implemented the view top/bottom k elements operation using a min-heap or max-heap, depending on whether I wanted the top or bottom elements.
Key insights:
- The choice of data structure is crucial for the performance of the wait list system.
- Using a priority queue allows for efficient retrieval of the top/bottom k elements.
- The implementation should handle edge cases such as an empty wait list or invalid input.