Question: C Programming Define the quicksort function: This function will take three parameters: An integer array to be sorted. A starting index for the subarray. An
C Programming
Define the quicksort function:
This function will take three parameters:
An integer array to be sorted.
A starting index for the subarray.
An ending index for the subarray.
The quicksort function should:
Recursively call itself to sort the subarrays.
Call the partition function to perform the partitioning step.
Define the partition function:
This function will take three parameters:
The integer array to be partitioned.
The starting index for the partition.
The ending index for the partition.
The partition function should:
Choose a pivot element the first element in the current subarray
Move elements smaller than the pivot to its left and larger elements to its right.
Return the final position of the pivot in the array.
Recursive Step:
The quicksort function should recursively sort the subarrays before and after the pivot by calling itself on smaller subarrays.
Base Case:
The base case for the recursive function should occur when the size of the subarray is or as such subarrays are already sorted.
Code I have so far
#include
Function prototypes
void quicksortint arr int low, int high;
int partitionint arr int low, int high;
int main
Sample array to be sorted
int arr;
int size sizeofarr sizeofarr;
printfOriginal array: ;
for int i ; i size; i
printfd arri;
printf
;
Call quicksort function
quicksortarr size ;
Display the sorted array
printfSorted array: ;
for int i ; i size; i
printfd arri;
printf
;
return ;
Implement the quicksort function
void quicksortint arr int low, int high
if low high
Call partition function to partition the array
int pivotIndex partitionarr low, high;
Recursively sort elements before and after the pivot
Insert code here to recursively call quicksort on subarrays
Implement the partition function
int partitionint arr int low, int high
Use the first element as the pivot
int pivot arrlow;
Insert logic for partitioning based on the pivot
Return the final position of the pivot
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