Question
Illustrate the working of the function PARTITION of the quicksort algorithm using the array and using the last element as PIVOT:
< 35, 22, 11, 45, 26, 71, 82, 37 >
Answer :
Word Count : 515
To illustrate the working of the `PARTITION` function of the quicksort algorithm using the array: Array: \[ 35, 22, 11, 45, 26, 71, 82, 37 \] And using the last element (37) as the pivot, we follow these steps: 1. Set the pivot: The pivot is the last element, which is 37 in this case. 2. Initialize two pointers: - `i` starts at index -1 (one less than the first index). - `j` starts at index 0. 3. Iterate over the array: - For each element at index `j`, check if it's less than or equal to the pivot (37). If it is, increment `i` and swap the element at `i` with the element at `j`. 4. Final Swap: After the loop finishes, swap the pivot element (37) _____ _______ _____ ___ ___ _______ _____ ________ ____.
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To illustrate the working of the `PARTITION` function of the quicksort algorithm using the array: Array: \[ 35, 22, 11, 45, 26, 71, 82, 37 \] And using the last element (37) as the pivot, we follow these steps: 1. Set the pivot: The pivot is the last element, which is 37 in this case. 2. Initialize two pointers: - `i` starts at index -1 (one less than the first index). - `j` starts at index 0. 3. Iterate over the array: - For each element at index `j`, check if it's less than or equal to the pivot (37). If it is, increment `i` and swap the element at `i` with the element at `j`. 4. Final Swap: After the loop finishes, swap the pivot element (37) _____ _______ _____ ___ ___ _______ _____ ________ ____.
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