Both Merge Sort and Quick Sort are Divide and Conquer Sorting algorithms and the algorithms sort a list by partitioning the list. Referring to the following partitioning code Explain how Merge Sort differs from Quick Sort in partitioning the list. b. void mergesort (DataType theArray[],int first, int last){ if (first < last) int mid = (first + last)/2; mergesort (theArray, first, mid); mergesort (theArray, mid+1, last); merge (theArray, first, mid, last'; void quickSort (dataType arrayT[], int first int last){ int cut; if (first

Database System Concepts
7th Edition
ISBN:9780078022159
Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Chapter1: Introduction
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Subject: Data Strucure and Algorithm in C++

Both Merge Sort and Quick Sort are Divide and Conquer Sorting algorithms and the
algorithms sort a list by partitioning the list. Referring to the following partitioning
code Explain how Merge Sort differs from Quick Sort in partitioning the list.
b.
void mergeSort (DataType theArray[],int fist,int last){
if (first < last) (
int mid = (first + last)/2;
mergesort (theArray, first, mid);
mergesort (theArray, mid+1, last);
merge (theArray, first, mid, last';
void quickSort (dataType arrayT[], int first , int last){
int cut;
if (first<last){
cut = partition (T, first,last);
quickSort (T, first,cut);
quickSort (T, cut+1, last);
Transcribed Image Text:Both Merge Sort and Quick Sort are Divide and Conquer Sorting algorithms and the algorithms sort a list by partitioning the list. Referring to the following partitioning code Explain how Merge Sort differs from Quick Sort in partitioning the list. b. void mergeSort (DataType theArray[],int fist,int last){ if (first < last) ( int mid = (first + last)/2; mergesort (theArray, first, mid); mergesort (theArray, mid+1, last); merge (theArray, first, mid, last'; void quickSort (dataType arrayT[], int first , int last){ int cut; if (first<last){ cut = partition (T, first,last); quickSort (T, first,cut); quickSort (T, cut+1, last);
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