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Linked Lists, Stacks & Queues · question
Question 5 of 78

What are the core operations of a stack, and what do they cost?

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Re-explain

A stack offers four operations.

  • push adds an item to the top.
  • pop removes and returns the top item.
  • peek reads the top without removing it.
  • isEmpty reports whether anything is left.

Each of these costs O(1). You only ever touch one end, so nothing shifts or searches. push and pop just adjust the top position and one value. peek reads a single slot. Calling pop or peek on an empty stack is an underflow, so check isEmpty first.

That constant cost is the whole appeal. No matter how many items sit below, the top operations stay instant. This is why stacks handle deep call chains and long undo histories without slowing down.

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Likely follow-ups

What you can say

  1. A stack gives you four operations, and every one of them works on a single end, the top.
  2. push puts an item on top, pop removes and returns the top item, peek reads it without removing it, and isEmpty tells you whether anything is left.
  3. Each one is O(1), because you only adjust the top position and touch one value, so nothing shifts and nothing gets searched.
  4. Calling pop or peek on an empty stack is an underflow, so I'd check isEmpty first.
  5. That constant cost is why stacks handle deep call chains and long undo histories without slowing down, however many items sit below the top.
  6. The catch is that you only get the top, so reaching anything deeper means popping down to it, and that costs time in proportion to how deep it sits.

Weak answers to avoid

  • Lists the operations but skips the costs The question asks what they cost. Give O(1) for each and say why. Only the top moves, so nothing shifts or gets searched.
  • Says O(1) without saying why Anyone can recite the number. The interviewer wants the reason, which is that you touch one end, so the work never depends on how many items sit below.
  • Forgets the empty-stack case Skipping underflow hints at buggy code. Say that pop or peek on an empty stack is an error and that you check isEmpty before calling them.
  • Treats the stack like an indexable array A stack exposes only the top. Reading or finding an item deeper down means popping or walking to it, which is O(n), not O(1).
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