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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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.
Using a tree T with a root node s, quickly determine whether node u is a descendant or ancestor of node v by writing a function that accepts u and v as input.
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
Show the result of inserting 30, 10, 40, 60, 90, 20, 50, 70 into an initially empty binary search tree. b) Is the above tree a full binary tree? Why? Why not? c)Draw the subtree with the root node as 60.
Control structuresThe Fibonacci sequence is:0, 1, 1, 2, 3, 5, 8, 13, …The first two terms are 0 and 1, and each term thereafter is the sum of the two preceding terms. That is:Fib[n] = Fib[n - 1] + Fib[n - 2].Using this information, write a C/C++ program that calculates the nth number in a Fibonacci sequence, where the user enters n into the program interactively. For example, if n=6, the program should display the value 5. See the example output in Figure 2.1.

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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