Algorithm (Interview-Oriented Pseudocode) This pseudocode is intended to help learners understand and explain the algorithm and develop their own solution. Code Output Similar Topics The main function takes user inputs for an array and a key to search for.The binarysearch function is a recursive implementation that splits the array in half, comparing the middle element […]
Pseudo Code Algorithm for Binary Search. This is a recursive implementation of a Binary Search algorithm using the Divide and Conquer technique. Binary Search is efficient for finding an element in a sorted array, with a time complexity of O(log*n). Explanation of Pseudo Code: Function: BinarySearch(array, low, high, key) Parameters: Base Case: (Check if low
Algorithm INPUT: FRONT IS A POINTER WHICH IS USED TO POINT TO THE ELEMENT FROM WHERE DELETION OF ELEMENT TAKES PLACE AND THE ELEMENT TO BE ENQUEUE AND REAR IS A POINTER WHICH POINTS TO THE ELEMENT FROM WHERE INSERTION TAKES PLACEOUTPUT: STACK AFTER PUSH OPERATIONDATA STRUCTURE: STACK USING ARRAY Algo Enqueue Algo Dequeue Code
Algorithm INPUT: ROOT IS POINTER TO THE ROOT NODE OF THE TREEOUTPUT: ELEMENTS OF BINARY SEARCH TREEDATA STRUCTURE: BINARY TREE USING LINKEDLIST Code Output
Binary Search Tree Preorder , Postorder , Inorder Traversal | User Inputs Read More »
Algorithm INPUT: FRONT IS A POINTER WHICH IS USED TO POINT TO THE ELEMENT FROM WHERE DELETION OF ELEMENT TAKES PLACE AND THE ELEMENT TO BE ENQUEUE AND REAR IS A POINTER WHICH POINTS TO THE ELEMENT FROM WHERE INSERTION TAKES PLACEOUTPUT: QUEUE AFTER OPERATIONDATA STRUCTURE: QUEUE USING LINKEDLIST Algo Enqueue Algo Dequeue Code Output