26 In AVL and (2,4) Tree what is the worst case time complexity of the search, insert, and delete operations? * Enter your answer 27 Explain in brief how you can use heap structure in sorting a set of numbers in O(log(n))? hit: use interest() and remove() base functions of a heap. * Enter your answer

26 In AVL and (2,4) Tree what is the worst case time complexity of the search, insert, and delete operations? * Enter your answer 27 Explain in brief how you can use heap structure in sorting a set of numbers in O(log(n))? hit: use interest() and remove() base functions of a heap. * Enter your answer

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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Circle the following statement that is false regarding binary heaps.a. Binary heaps are not always complete binary trees.b. Binary heaps can be used for sorting in O(n log n) time.c. Binary heaps can be reheapified after a pop in worst case O(log n) time.
Give only new solution.
CLO-1: Implement various data structures and their algorithms, and apply them in implem enting simple applications. Q1: a) Distinguish between linear data structure and nonlinear data structure b) Differentiate between Singly Linked List and Doubly Linked List. c) Define Binary Search Tree. Write Algorithm to implement insertion and deletion operation. d) Explain STACK as ADT. List out the application of Stack e) Define Graph. List its type with example. f) What is Queue. List the few application of Queue. g) Explain ADT operation for Array implementation of Queue h) Explain the following operations in a single linked list. i. Insert an element ii. Delete an element
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I need the answer as soon as possible
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Please don't use handwritting Six integers are given in this order: 8, 4, 3, 5, 9, and 6. Do each of the following. SHOW YOUR WORK step by step.1. Create an AVL tree by inserting the integers in the given order.2. Create a (2,3) tree to store these data.3. Create the max-heap using the bottom-up approach. You need to provide both tree and arrayrepresentations for the heap.
please provide orignal solution.8. List the fundamental structural rules of a binary heap (priority queue) and also let me know what the average height of a binary heap is:
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how to implement this function using min heap functions.(c++) void dijkstra(char startVertex, char* prev, Node distances[] );//find the shortest path from the start vertex to all other vertices, by filling the prev array and the distances array