File Edit Format View Help Explain the coding logic of above-mentioned code. # Install binary tree module Ipip install binarytree from binarytree import build import math print("\nBinary tree imported successfully\n') # Show the menu opt int(input('Enter \n\t1: Input data for tree and show tree\n\t2: Input number of nodes and find maximum number of trees possible\n\t => ')) # Perform the operation as per given details if opt==1: node input('Enter node values ) node [int(i) for i in node.strip().split(',')] bt build(node) print('Binary tree : \n', bt)| opt==2: n = int(input('Enter number of nodes : ')) count = (math.factorial (2*n) / (math.factorial(n+1)*math.factorial(n)))*math.factorial(n) print('Maximum number of trees possible = {0}'.format(count))

File Edit Format View Help Explain the coding logic of above-mentioned code. # Install binary tree module Ipip install binarytree from binarytree import build import math print("\nBinary tree imported successfully\n') # Show the menu opt int(input('Enter \n\t1: Input data for tree and show tree\n\t2: Input number of nodes and find maximum number of trees possible\n\t => ')) # Perform the operation as per given details if opt==1: node input('Enter node values ) node [int(i) for i in node.strip().split(',')] bt build(node) print('Binary tree : \n', bt)| opt==2: n = int(input('Enter number of nodes : ')) count = (math.factorial (2n) / (math.factorial(n+1)math.factorial(n)))*math.factorial(n) print('Maximum number of trees possible = {0}'.format(count))

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

See similar textbooks

Similar questions

Please help with C++ question in image. Thank you.
A complete binary tree is stored in an array called treeNodes, which is indexed from 0 to 99. The tree contains 85 elements.
Build a tree identification code. please Fast thank you
To insert an element into a binary search tree (BST), you need to locate where to insert it in the tree. The key idea is to locate the parent for the new node. True False
Course: Data Structure and Algorithms Language: Java Topic: AVL Tree Kindly solve this question prperly step by step and complete. AVL Tree basics Draw the AVL tree after performing each of the following operations consecutively on an initially empty binary search tree: insert 8, insert 6, insert 12, insert 3, insert 10, insert 9, delete 12, delete 8, insert 7, insert 8. If you delete an item from an AVL tree and then insert it back into the tree, will you always get back the original AVL tree? Justify your answer.
Option+Explanation
A complete binary tree is stored in an array called treeNodes, which is indexed from 0 to 99. The tree contains 85 elements.
A complete binary tree is stored in an array called treeNodes, which is indexed from 0 to 99. The tree contains 85 elements
Preorder: A B F G E H C D I J Inorder: F G B E H A D I C J After drawing the tree, how many is/are the terminal node(s)? (Numeric Answer ONLY)
To get started, import the starter file, RBTree.java, into the trees package you create in a new Java Project. You CANNOT modify the inner Node class that contains information about the nodes of the binary trees. Please do not change any of the method signatures in the RBTree class, but you are free to add additional helper methods. Part 1: Top Down Insertion for Red-Black Trees public boolean insert(Integer i) This method should use a top down insertion strategy (see below) to insert a Node with data equal to i into the Red-Black Tree provided that a Node with data equal to i does not already exist in the Red-Black Tree (i.e., no duplicate data). If the node is successfully inserted, return true, otherwise return false (tried to insert a duplicate element). For the first part of the assignment, you will implement a top-down insertion for a red-black tree. Basically the idea is to do the recoloring and rotations on the way down instead of after you insert the node. Node that the…
/*LCA of Binary TreeSend FeedbackGiven a binary tree and data of two nodes, find 'LCA' (Lowest Common Ancestor) of the given two nodes in the binary tree.LCALCA of two nodes A and B is the lowest or deepest node which has both A and B as its descendants. Example: In this example, the green coloured node is the LCA to A and B.Alt TextNote:It is defined that each node is a descendant to itself, so, if there are two nodes X and Y and X has a direct connection from Y, then Y is the lowest common ancestor. Example:Alt TextNote: 1. If out of 2 nodes only one node is present, return that node. 2. If both are not present, return -1.Input format: The first line of input contains data of the nodes of the tree in level order form. The data of the nodes of the tree is separated by space. If any node does not have left or right child, take -1 in its place. Since -1 is used as an indication whether the left or right nodes exist, therefore, it will not be a part of the data of any node. The following…
True/False: A complete tree represented as an array takes about three times less space than the same tree in a linked node representation?