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- Assignment 4 The goal of this assignment is to write a Java program that finds the lowest common ancestor of two nodes in a binary tree. To accomplish this goal, you will have to implement a program that allows the user to ask for two letters on the tree shown below, and finds the lowest common ancestor of those two nodes in the tree.Language C++: Kill Monger Suppose you are playing a killing game and have to kill few of your enemies. You are at acliff and from there you can see few of them. You see the enemies at your height only.Therefore, you can only kill at the same height. The enemies are forming a balanced binarytree where their General is at the top of the other cliff, his two commanders are on the firstlevel below him. The soldiers are at the lowest level. Total four soldiers are appointed. Underboth the commanders exact two soldiers serve.You have to make a strategy to kill the left commander first, than whoever takes his positionkill him. Now start killing the right side with same strategy until only one enemy is left at leftside. Now increase your height and kill the General. You can only win if only three of yourenemies are left.Display the enemies who are left and who have been killed. Don’t forget to print your victorymessage.HINT: Balancing is the key to achieve your goal.def to tree (obj: Union [int, List])-> Optional [Tree]: """Return the Tree which represents. Return None if is not a valid representation of a Tree. You may not access Tree attributes directly, since they're private. This function can be implemented only using the Tree initializer. >>> t = to_tree ([1, [2, [5], [6]], [3, [7], [8, [10]]], [4, [9]]]) >>> t._root 1 >>> t._subtrees [0]._root 2 >>> t._subtrees [1]._root 3 >>> t._subtrees [2]._root 4
- Please fill in the code gaps if possible. This problem has been giving me trouble. Any help is appreciated. public class Node { private String element; // we assume elements are character strings private Node next; /* Creates a node with the given element and next node. */ public Node(String s, Node n) { //fill in body } /* Returns the element of this node. */ public String getElement() { //fill in body } /* Returns the next node of this node. */ public Node getNext() { //fill in body } // Modifier methods: /* Sets the element of this node. */ public void setElement(String newElem) { //fill in body } /* Sets the next node of this node. */ public void setNext(Node newNext) { //fill in body } }Computer Science JAVA Write a program that maintains the names of your friends and relatives and thus serves as a friends list. You should be able to enter, delete, modify, or search this data. You should assume that the names are unique. use a class to represent the names in the friends list and another class to represent the friends list itself. This class should contain a Binary Search Tree of names as a data field. (TreeNode Class BinarySearchTree Class FriendsList Class)Using c# , Write a constructor for the binary search tree class that accepts a sorted list L and builds aperfectly balanced binary search tree. Because constructors cannot be recursive, anothermethod called Build must be defined to carry out the actual construction of the tree.
- Write a recursive function, OnlyChild(..), that returns the number of nodes in a binary tree that has only one child. Consider binaryTrecNode structure is defined as the following. struct binaryTreeNode int info; binaryTreeNode *llink; binaryTreeNode *rlink; The function is declared as the following. You ust write the function as a recursive function. You will not get any credits if a non-recursive solution is used. int OnlyChild(binaryTreeNode *p); For the toolbar, press ALT+F10 (PC) or ALT+FN+F10 (Mac). B IUS Paragraph Arial 10pt 11C++ Build a templated version a binary search tree using a linked implementation along with functions for insertion and deletion. You must use the textbook's BinarySearchTree ADT as the base for your code. (See attached file.) Of course, you will need to modify the code a bit. Build a function that searches for a given item in the BST in the tree. It must return the number of compares that it used before returning as well as an indicator telling whether the sought item was or was not in the tree. Build a driver than inserts 10K unique random ints into the BST. Then, use the search function to seek the 1st, 500th, 5,000th, and 10,000th integers that were inserted in the tree, reporting the number of compares for each item. Also seek at least 2 integers that are not in the tree, one integer must be larger than the largest value in the tree and one integer must be within the range of values that are stored within the tree. Report the number of compares for these searches as well.in c++, write a function to find the height of a specific node in a Binary Search Tree.
- Binary Search Tree Implementation(Java)In the binary search tree implementation, which is completely unrelated to the linked list implementation above, you will use an unbalanced binary search tree. Since duplicates are allowed, each node will have to store a singly-linked list of all the entries that are considered identical. Two values are identical if the comparator returns 0, even if the objects are unequal according to the equals method. A sketch of the private representation looks something like this: private Comparator<? super AnyType> cmp;private Node<AnyType> root = null; private void toString( Node<AnyType> t, StringBuffer sb ){ ... the recursive routine to be called by toString ... } private static class Node<AnyType>{private Node<AnyType> left;private Node<AnyType> right;private ListNode<AnyType> items; private static class ListNode<AnyType>{private AnyType data;private ListNode<AnyType> next; public ListNode( AnyType d,…Write a recursive function called "GetParent" in Binary Search Tree of the given node. You can take as many arguments as you like. Use the following structure definition. struct TNode{ char NodeName[10]; TNode *LeftT, *RightT; } root;Write an application to test the HuffmanTree class for java. a. The application will need to read a text and build a frequency table for the characters occurring in that file. b. Once that table is built, create a Huffman code tree and then a string consisting of '0' and '1' digit characters that represents the code string for that file. c. Then read that string back in and re‐create the contents of the original file and output it.