For the B+-tree where M=3 and L=5 shown below, show how an insert of value 80 is handled.Resolve overflows by splitting.|| 12 || 50 ||125051865207021721024782579ㅇ

B tree: - A B Tree is a modified m-way tree which can be used extensively for accessing the disk.…

Answered: For the B+-tree where M=3 and L=5 shown…

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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Y6
Create a B+-tree of order three (p=3) for the values listed below: (3,6,9,10,8,12,15,20,22) Then, perform the following operation: Insert 5 Insert 11 Delete 7 Delete 15
Build an AVL tree by inserting the following sequence in order: 1 9 6 7 11 12 A NULL node can be indicated by the symbol 0 (ZERO).
Delete operation makes use of the FIND MIN operation discussed in the earliersection. The delete operation is carried out as follows:D1: If the node NODE to be deleted in the k-d tree is a leaf node, then deleteNODE.D2: If the node NODE to be deleted has DISC = i, and has a right subtree, thencall FIND MIN, to obtain the node RIGHT_MIN, which has the minimum elementalong dimension i in the right subtree and replace NODE with RIGHT_MIN.Recursively delete RIGHT_MIN from the right subtree.D3: If the node NODE to be deleted has DISC = i, and has a left subtree, thencall FIND MIN to obtain the node LEFT_MIN, which has the minimum elementalong dimension i in the left subtree and replace NODE with LEFT_MIN.Recursively delete LEFT_MIN from the left subtree. Move the revised left subtreeas the right child of the current node.illustrate a recursive pseudocode description of the delete operation in a k-d tree using above statement
Data Structure and algorithms
Write the binary tree representation for the Binary Search for also 17 elements and give the worst-case
Delete operation makes use of the FIND MIN operation discussed in the earliersection. The delete operation is carried out as follows:D1: If the node NODE to be deleted in the k-d tree is a leaf node, then deleteNODE.D2: If the node NODE to be deleted has DISC = i, and has a right subtree, thencall FIND MIN, to obtain the node RIGHT_MIN, which has the minimum elementalong dimension i in the right subtree and replace NODE with RIGHT_MIN.Recursively delete RIGHT_MIN from the right subtree.D3: If the node NODE to be deleted has DISC = i, and has a left subtree, thencall FIND MIN to obtain the node LEFT_MIN, which has the minimum elementalong dimension i in the left subtree and replace NODE with LEFT_MIN.Recursively delete LEFT_MIN from the left subtree. Move the revised left subtreeas the right child of the current node.illustrate a recursive pseudocode description of the delete operation in a k-d tree using above statement
a. Given the definition of a binary tree, Insert, into an empty binary search tree, entries with keys {55, 34, 19, 78, 65, 8, 22, 97, 53, 26,76, 39, 93, 69, 11 ,83,2,35,70,77} (in this order). Draw the tree after each insertion
Construct a Binary Tree from a given list and verify it list [5,10,12,15,65,76,78,87,43,32,23,79,89,87,98,91,22,33,50,44]
When deleting a node from a binary-search tree, if the node to be deleted has only one child, the node is deleted and (select one of the option below) O replaced with the left-most leaf node of its child subtree O replaced with the nullptr O None of these O replaced with its child node O replaced with the right-most leaf node of its child subtree.
Draw a binary tree forthegiven inorder and post order traversals below:In order: 1,2,3,8,10,7,5,13,9,12,6,11,4Post order: 8,3,10,2,1,7,6,12,11,9,13,4,5
Consider the following binary search tree (BST). root 15 42 20 34 72 2 10 18 25 31 39 59 86 17 19 32 After executing add(6), on this tree, consider the parent node of the node that contains 6. What is the value of this parent node? 30

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For the B+-tree where M=3 and L=5 shown below, show how an insert of value 80 is handled. Resolve overflows by splitting. || 12 || 50 || 12 50 5 18 65 20 70 21 72 10 24 78 2579ㅇ