Write a code to implement binary search tree. Implement all the methods, find, insert, delete, minimum, max, find successor. Test out all the methods.
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- Write a code to implement binary search tree. Implement all the methods, find, insert, delete, minimum, max, find successor. Test out all the methods.Add more methods to the singly linked list class then test them• search(e) // Return one node with 3 values (stuID, stuName, stuScore) which matches agiven key e (studentID).• addAfter(e, stuID, stuName, stuScore) //Add a new node with 3 values (stuID,stuName, stuScore) after the node with the key e (studentID).• removeAt(e) //Remove a node which matches a given key e (studentID)• count() //Return a number of nodes of list.• update(stuID, stuName, stuScore) //Update the values of one node three codes below two in pictures one,typed out. public class SlinkedList<A,B,C> { private Node head; private Node tail; private int size; public SlinkedList(){ head=null; tail=null; size=0; } public int getSize(){ return size; } public boolean isEmpty(){ return size == 0; } public A getFirstStuId(){ if(isEmpty()) return null; return (A) head.getStuID();}public B getFirstStuName(){ if(isEmpty())…Add more methods to the singly linked list class then test them• search(e) // Return one node with 3 values (stuID, stuName, stuScore) which matches agiven key e (studentID).• addAfter(e, stuID, stuName, stuScore) //Add a new node with 3 values (stuID,stuName, stuScore) after the node with the key e (studentID).• removeAt(e) //Remove a node which matches a given key e (studentID)• count() //Return a number of nodes of list.• update(stuID, stuName, stuScore) //Update the values of one node public class SlinkedList<A,B,C> { private Node head; private Node tail; private int size; public SlinkedList(){ head=null; tail=null; size=0; } public int getSize(){ return size; } public boolean isEmpty(){ return size == 0; } public A getFirstStuId(){ if(isEmpty()) return null; return (A) head.getStuID();}public B getFirstStuName(){ if(isEmpty()) return null; return (B)…
- Add more methods to the doubly linked list class then test them• search(e) // Return one node with 3 values (stuID, stuName, stuScore) which matches agiven key e (studentID).• addAfter(e, stuID, stuName, stuScore) //Add a new node with 3 values (stuID,stuName, stuScore) after the node with the key e (studentID).• removeAt(e) //Remove a node which matches a given key e (studentID)• count() //Return a number of nodes of list.• update(stuID, stuName, stuScore) //Update the values of one node two codes below package DlinkedList; class Node<A,B,C> { private A stuID; private B stuName; private C stuScore; private Node<A,B,C> next; private Node <A,B,C> prev; public Node(A id, B name, C score) { stuID = id; stuName = name; stuScore = score; next = null; prev = null; } public A getStuID() { return stuID; } public B getStuName() { return stuName; } public C getStuScore() { return stuScore; } public Node<A,B,C> getNext(){ return next; } public Node<A,B,C>…Add more methods to the doubly linked list class then test them• search(e) // Return one node with 3 values (stuID, stuName, stuScore) which matches agiven key e (studentID).• addAfter(e, stuID, stuName, stuScore) //Add a new node with 3 values (stuID,stuName, stuScore) after the node with the key e (studentID).• removeAt(e) //Remove a node which matches a given key e (studentID)• count() //Return a number of nodes of list.• update(stuID, stuName, stuScore) //Update the values of one node first code below package DlinkedList;public class DLinkedList<A,B,C> { private Node<A,B,C> header; private Node<A,B,C> trailer; private int size; public DLinkedList() { header = new Node<>(null, null, null); trailer = new Node<>(null, null, null); header.setNext(trailer); trailer.setPrev(header); } public int getSize() { return size; } public boolean isEmpty() { return size==0; } public A…implement this method: numOccurrencesRec(LNode node, int n, int key) – This method takes as parameters a reference to the head of a linked list, a position specified by n, and a key. It returns the number of occurrences of the key in the linked list beginning at the n-th node. If n = 0, it means you should search in the entire linked list. If n = 1, then you should skip the first node in the list.
- Design a method random_key() that returns a random key from BST in time proportional to the tree height in the worst case. Please write pseudocode, explain, and state running time. (Note: a ‘size’ field is added to TreeNode class to help with this).Find the given code of Binary Search Tree from our class. Use it for the offline. Don't change anything that is already given, but you can add something (variable or function) if you need. Implement these functions a. tree_successor b. tree_delete You can check your code by experimenting with different values. Menu for successor and delete function is already added in the main function.Write a Python code using the given function and conditions. Do not use Numpy. Use LinkedList Manipulation. Given function: def insert(self, newElement, index) Pre-condition: The list is not empty. Post-condition: This method inserts newElement at the given index of the list. If an element with the same key as newElement value already exists in the list, then it concludes the key already exists and does not insert the key. [You must also check the validity of the index].
- Implement the complete code Delete that, when given an info value newElement, finds and deletes the first element with this value, if it exists. This involves also considering the four special cases listed for deleting a node from the beginning or the end of a linked list.You are creating from scratch a binary search tree class with the methods insert, find, and delete in addition to the method getRandomNode(), which retrieves a random node from the tree. There should be an equal chance of selecting each node. Create a getRandomNode algorithm, put it into practise, and describe how you'd develop the other functions.Design and implement an insertSorted() method for the MyArrayList class. The method should receive a single object and insert it in its correct position. You can assume that the calling array is already in a sorted order. The calling array is therefore updated.