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Find a pair whose sum is closest to zero in python.
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Title: Finding a Pair with Sum Closest to Zero | Brute Force vs. Optimized Methods
Description:
In this informative video, we dive into a common problem in data structures: finding a pair of positive and negative integers with a sum closest to zero. We explore two different approaches: the brute force method and an optimized approach, allowing you to choose the most efficient solution for your needs.
🔍 Brute Force Method:
We start by demonstrating the brute force method, which involves comparing the sum of each pair of numbers in the list and finding the pair with the smallest absolute sum. While this method is straightforward, it can be time-consuming for large lists.
⚡ Optimized Method:
Next, we present an optimized approach that leverages the properties of sorted arrays. By utilizing two pointers and adjusting their positions based on the sum, we can significantly reduce the time complexity and achieve a more efficient solution.
🔗 LinkedIn & GitHub:
Connect with me on LinkedIn and check out my GitHub repository for more data structures and algorithmic problems:
#DataStructures #Algorithm #ProgrammingProblems #ProblemSolving #BruteForce #OptimizedApproach #CodingChallenge #LinkedIn #GitHub #datascience #dataanalytics #dataanalysis #nlp
Whether you're a beginner or an experienced programmer, this video will provide you with valuable insights into solving data structure problems efficiently. Don't forget to like, comment, and subscribe to stay updated with future problem-solving videos. Happy coding! 💻
Description:
In this informative video, we dive into a common problem in data structures: finding a pair of positive and negative integers with a sum closest to zero. We explore two different approaches: the brute force method and an optimized approach, allowing you to choose the most efficient solution for your needs.
🔍 Brute Force Method:
We start by demonstrating the brute force method, which involves comparing the sum of each pair of numbers in the list and finding the pair with the smallest absolute sum. While this method is straightforward, it can be time-consuming for large lists.
⚡ Optimized Method:
Next, we present an optimized approach that leverages the properties of sorted arrays. By utilizing two pointers and adjusting their positions based on the sum, we can significantly reduce the time complexity and achieve a more efficient solution.
🔗 LinkedIn & GitHub:
Connect with me on LinkedIn and check out my GitHub repository for more data structures and algorithmic problems:
#DataStructures #Algorithm #ProgrammingProblems #ProblemSolving #BruteForce #OptimizedApproach #CodingChallenge #LinkedIn #GitHub #datascience #dataanalytics #dataanalysis #nlp
Whether you're a beginner or an experienced programmer, this video will provide you with valuable insights into solving data structure problems efficiently. Don't forget to like, comment, and subscribe to stay updated with future problem-solving videos. Happy coding! 💻