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Quick Sort is a divide-and-conquer algorithm that efficiently sorts an array by selecting a pivot element and partitioning the other elements into two groups:
This process is recursively applied to both groups until the entire array is sorted.
| Scenario | Time Complexity | Description |
|---|---|---|
| Best Case | O(n log n) | Occurs when the pivot divides the array into two nearly equal parts. |
| Average Case | O(n log n) | Typically achieved with balanced partitions during recursion. |
| Worst Case | O(nยฒ) | Happens when the pivot is the smallest or largest element each time, leading to highly unbalanced partitions (e.g., already sorted array). |
Quick Sort remains a popular choice due to its average-case efficiency, despite potential pitfalls with worst-case performance.
โ Written by Saurabh Patil โข B.Tech CSE โข Software Developer๐ฏ Select Challenge to activate
Drag and arrange the algorithm steps in the correct execution order instead of spending time typing code letter by letter.
The algorithm is divided into three logical parts. Carefully rearrange each section in the correct order to form a complete and valid solution.
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Red text means the instruction is in the wrong position.
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