23- following code is an example of arecursive algorithm.int myRecursion (int array[], int first, int last, int val){int num;if (first > last)return -1;num = (first + last) /2;if (array[num]return num;== val)if (array[num] < val)return myRecursion (array, num + 1, last, val);elsereturn myRecursion (array, first, num- 1, val);}a. Towers of Hanoib. QuickSortc. binary searchd. doubly linked listNone of theseе.

Function myRecursion() has four function parameters, an array[], first, last and a val. Inside the…

23- following code is an example of a recursive algorithm. int myRecursion (int array[], int first, int last, int val) { int num; if (first > last) return -1; num = (first + last)/2; if (array[num] == val) return num; if (array [num] < val) return myRecursion (array, num + 1, last, val); else return myRecursion(array, first, num - 1, val); } a. Towers of Hanoi b. QuickSort c. binary search d. doubly linked list None of these

23- following code is an example of a recursive algorithm. int myRecursion (int array[], int first, int last, int val) { int num; if (first > last) return -1; num = (first + last)/2; if (array[num] == val) return num; if (array [num] < val) return myRecursion (array, num + 1, last, val); else return myRecursion(array, first, num - 1, val); } a. Towers of Hanoi b. QuickSort c. binary search d. doubly linked list None of these

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

Section: Chapter Questions

Problem 1PE

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nputer Science I| for Majors home > 13.4: Recursive Helper Methods E zyBa Feedb PARTICIPATION 13.4.3: Compute recursively to determine the sum of values in an array. АCTIVITY Assume you have the following method: public static int sum(int [] a) To compute the sum of the values in an array, add the first value to the sum of the remaining values, computing recursively. Rearrange the following lines to design a recursive helper method to solve this problem. Not all lines are useful. Mouse: Drag/drop Keyboard: Grab/release Spacebar (or Enter). Move 0000 Cancel Esc Unused FindSum.java Load default template.. return a[start] + sumHelper(a, start - 1); import java.util.Scanner; return alstart] + sumHelper(a, start + 1); public class FindSum { if (start == a. length) { return a[start); } if (start == a.length - 1) { return alstart]; } public static int sum(int[0 a) if (a.length == 0) { return -1; } return sumHelper(a, 0); if (a.length == 0) { return 0; } public static int sumHelper(int [] a,…
Language: C Write a program to reverse an array using recursion. a) Declare an array of N integers. Use the preprocessor #define directive for the size of the array. Fill it with pseudorandom numbers. b) Define the recursive procedure, that reverses the array by swapping the last with the first element, and then recursively swapping the remaining subarray. To this end, define the function void reverseArray(int *inputArray, int leftIndex, int rightIndex). The function should stop the recursion, whenever leftIndex >= rightIndex. c) Print your original, and the reversed array. Test your results for both even, and for odd N.
Figure 2 void sort_Algo (int anArray[], int n) { int i, j, idx; for (i = 0; i anArray[ idx ]) idx = j; Swap (anArray[ idx ], anArray[ i ]); } } int main() { const int n = 8; int anArray[n] { -9, 14, 52, 106, 22, -1, 99}; sort_Algo(anArray, n); } Name the sorting algorithm exercised by the sort_Algo() function. * Your answer Determine if anArray[] is to be sorted into ascending, or descending order. Your answer Trace the sorting algorithm in Figure 2 as it sorts anArray[]. (Answer the question according to the format, eg. Pass 0:3, 3, 3; Pass 1: 3, 3, 3; Pass2: 3, 3, 3;) * Your answer
Provide answer in C language please You are tasked with creating a program that takes in an array of integers and sorts them in ascending order using a custom sorting algorithm. The custom sorting algorithm should be based on the following rules: The sorting algorithm must use a divide-and-conquer approach. The sorting algorithm must be recursive. The sorting algorithm must have an average case time complexity of O(n log n). The sorting algorithm must have a worst case time complexity of O(n^2). The sorting algorithm must be stable, meaning that the relative order of equal elements should be preserved.
Ocaml, functional programming task.
python def factorial(n):pass # replace this line with your lines of recursive codedef sum_recursively(n):pass # replace this line with your lines of recursive codedef sumlist_recursively(l):pass # replace this line with your lines of recursive codedef reverse_recursively(l):pass # replace this line with your lines of recursive code#EXTRA CREDITdef multiply_recursively(n, m):pass # replace this line with your lines of recursive code
code for this in C: Create an array of N items. Implement these using array initializers in the variable declaration. Print each item in the array list. At the end, print the sum of all nos. in the array and their average.
Convert please asap.
Computer Engineering Problem
int arr[] = {-2, -4, 8, 4, 3, 3, -9};In Java with this given this array, how would this version of Divide and Conqueror be implemented in this case, specifically?
DATA STRUCTURES - JAVA
helllp