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Big-O Notation

30 Big-O Notation interview questions

Only coding challenges
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Fundamental Concepts of Big-O Notation


  • 1.

    What is Big-O Notation?

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  • 2.

    Explain the difference between Big-O, Big-Theta, and Big-Omega notations.

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  • 3.

    Describe the role of constants and lower-order terms in Big-O analysis.

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  • 4.

    Give examples of how amortized analysis can provide a more balanced complexity measure.

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  • 5.

    Describe how the coefficients of higher-order terms affect Big-O Notation in practical scenarios.

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  • 6.

    Explain how probabilistic algorithms can have a different Big-O Notation compared to deterministic ones.

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Big-O in Common Data Structures and Algorithms


  • 7.

    Analyze the Big-O time complexity of array operations.

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  • 8.

    Discuss the Big-O space complexity of using linked lists.

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  • 9.

    Compare the Big-O complexities of various sorting algorithms.

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  • 10.

    Evaluate the Big-O time complexity of binary search.

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  • 11.

    Determine the Big-O time and space complexities of hash table operations.

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  • 12.

    Discuss the Big-O complexities of tree operations, including binary search trees and AVL trees.

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  • 13.

    Analyze the Big-O complexity of graph algorithms, including traversal and shortest path algorithms.

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  • 14.

    Discuss time and space complexities of various heap operations.

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Practical Application and Analysis


  • 15.

    Provide examples of space-time tradeoffs in algorithm design.

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  • 16.

    Compare the complexities of recursive and iterative solutions to the same problem.

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  • 17.

    Discuss Big-O implications when scaling applications horizontally versus vertically.

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  • 18.

    Analyze the Big-O of database indexing and query retrieval.

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  • 19.

    Evaluate how caching layers influence the Big-O performance of a system.

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Coding Challenges


  • 20.

    Calculate the Big-O Notation for a given recursive algorithm.

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  • 21.

    Implement a binary search algorithm and analyze its time complexity.

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  • 22.

    Optimize a nested loop algorithm to achieve a better Big-O time complexity.

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  • 23.

    Create a divide and conquer algorithm and explain its complexity.

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  • 24.

    Implement a dynamic programming solution and discuss its Big-O time complexity.

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  • 25.

    Refactor a recursive algorithm to use memoization and analyze the complexity change.

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  • 26.

    Develop efficient multi-threaded algorithms and evaluate their Big-O complexity.

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Big-O Notation in Advanced Topics


  • 27.

    How does data structure choice affect the Big-O complexity of an algorithm?

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  • 28.

    Analyze the Big-O complexity of algorithms in a distributed system.

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  • 29.

    Explore the Big-O complexity in the context of concurrent and parallel computing.

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  • 30.

    Discuss the relevance of Big-O Notation in machine learning algorithms.

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