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Question: Please help to change the coding from C++ to C programming language. After you convert the coding from C++ to C programming, please also
Question: Please help to change the coding from C++ to C programming language. After you convert the coding from C++ to C programming, please also provide the full programming that you already converted and a screenshot of the output you get. Thank You! In this esercise you are axdal Wo : - Implernent in Java the Qeiclsort algorithm for arnays of imegers. - Implernent in Java the Hybrid Quicksori algonithen for arrays of integers, a variant of Quikkort diat depersla on at adificeal puameter k. The alyoritum works as follons: - If the size of the porion of the armay bo be sotked is greater than k, in recurively calls the Hytrid Quichart metiod with the sane k : - If the sine of the porian of the aray io loe wited is less than or equals to k, it - Finpirically compase thes two saning dyerithms for different values of k(k={10. 20,50,100,=1} and diffeves anay sines =(={20,100,1000,10000}1. Find out fer which values of k and fie which arruy sines Hybrial Quisksaft auperform the starsiard Quicknott. Drliverwhele : 1. The eode that you developed fer you exparimsntia; 2. An analysis for which value of f and for which nmpy size a the standard Quicksent algorithm starts to eutperform the hyfrid cos: 3. A discussion and the passible explanation for the obtained runniag times. Backgreand: Many implomontations of rocursive serting algonitums, lilet Quicksont Mergesert, actaally implement sach a hybrid version. Hint: Write JavaC: code to make the trials and take the mensurcments, rather than deing it manually with posil and papor. \#include \#include \#include using namespace std; // Total number of elements to be sorted \#define N 100000 // Total number of sorting runs \#define NUM 10 // Function to perform insertion sort on 'arr[]' void insertionsort(int arr[], int low, int n ) \{ // Start from the second element (the element at index 0 // is already sorted) for (int i=low+1;i low && arr [j1]> value) \{ arr[j]=arr[j1]; j; \} // note that subarray 'arr[j...i-1]' is shifted to // the right by one position, i.e., 'arr[j+1...i]' arr[j]= value; \} \} int partition(int a[], int low, int high) \{ // Pick the rightmost element as a pivot from the array int pivot = a[high]; // elements less than the pivot will be pushed to the left of 'plndex' // elements more than the pivot will be pushed to the right of "pIndex' // equal elements can go either way int plndex = low; // each time we find an element less than or equal to the pivot, 'plndex' // is incremented, and that element would be placed before the pivot. for (int i= low; i= high) \{ return; 3 // rearrange elements across pivot int pivot = partition(a, low, high); // recur on subarray containing elements that are less than the pivot quicksort(a, low, pivot - 1 ); // recur on subarray containing elements that are more than the pivot quicksort(a, pivot +1, high); \} void optimizedQuicksort(int A[], int low, int high) \{ while (low
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