In this part, you have to implement some basic methods for BST's (with a little twist). Each node in the tree has a data element (an integer) and links (possibly null) to its left and right children (you can also include parent but not compulsory). 1. Sample TreeNode class TreeNode { int key; TreeNode left; TreeNode right; TreeNode parent; //optional } You have to implement the given functions in Binary search Tree class. 2. Binary Search Trees (BST) You are required to implement a Binary Search Tree (BST) ADT (Abstract Data Type). Following functionalities are expected. 2.1 Constructor Creates an empty Binary Search Tree. 2.3 Inserts a new node in BST (Standard Insert) Inserts a new node in BST.

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
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code this in java

In this part, you have to implement some basic methods for BST's (with a little twist). Each node
in the tree has a data element (an integer) and links (possibly null) to its left and right children (you
can also include parent but not compulsory).
1. Sample TreeNode
class TreeNode
{
int key;
TreeNode left;
TreeNode right;
TreeNode parent; //optional
}
You have to implement the given functions in Binary search Tree class.
2. Binary Search Trees (BST)
You are required to implement a Binary Search Tree (BST) ADT (Abstract Data Type). Following
functionalities are expected.
2.1 Constructor
Creates an empty Binary Search Tree.
2.3 Inserts a new node in BST (Standard Insert)
Inserts a new node in BST.
Transcribed Image Text:In this part, you have to implement some basic methods for BST's (with a little twist). Each node in the tree has a data element (an integer) and links (possibly null) to its left and right children (you can also include parent but not compulsory). 1. Sample TreeNode class TreeNode { int key; TreeNode left; TreeNode right; TreeNode parent; //optional } You have to implement the given functions in Binary search Tree class. 2. Binary Search Trees (BST) You are required to implement a Binary Search Tree (BST) ADT (Abstract Data Type). Following functionalities are expected. 2.1 Constructor Creates an empty Binary Search Tree. 2.3 Inserts a new node in BST (Standard Insert) Inserts a new node in BST.
2.4 Delete
Deletes a node from a BST (Standard Delete)
2.5 Lookup
Find a value in the tree, lookup is a fancy name of find function
2.6 Size
Returns the total number of nodes in a BST
2.7 MaxDepth
Returns the depth of the longest path in a Binary Search Tree.
2.8 MinValue
Given a non-empty BST, returns the minimum value in the tree
2.9 MaxValue
Given a non-empty BST, returns the maximum value in the tree
Transcribed Image Text:2.4 Delete Deletes a node from a BST (Standard Delete) 2.5 Lookup Find a value in the tree, lookup is a fancy name of find function 2.6 Size Returns the total number of nodes in a BST 2.7 MaxDepth Returns the depth of the longest path in a Binary Search Tree. 2.8 MinValue Given a non-empty BST, returns the minimum value in the tree 2.9 MaxValue Given a non-empty BST, returns the maximum value in the tree
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