Why does the method remove(x) in the RedBlackTree implementation perform the assignment u:parent = w:parent? Shouldn’t this already be done by the call to splice(w)
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Why does the method remove(x) in the RedBlackTree implementation
perform the assignment u:parent = w:parent? Shouldn’t this already be done by the call to
splice(w)
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- Write an efficient java code (not insert method) to insert x in a binary search tree (BST) with root t. Please write proper comments in your java code. Your java code should not read or print anything. Assume BST node is defined as follow: private class node{ int data; node ll, rl; // left and right link // node constructor node(int k) { data=k; ll=rl=null; } // end constructor } // end class node I have written the first line of code: node tmp = new node(x); // Allocating space for a new node with x.The following code implementation for an inorder traversal has a "visit" function as a parameter. I do not know how it works and what ways it plays a role in the traversal of the linked list in a binary tree.Use a Doubly Linked List to implement a Dequea. Define a Deque interface.b. Define a LinkedDeque class (Node class)..c. Define a Test class to test all methods help me make a test class first code package Deque; public class DLinkedList<E> { private Node<E> header = null; private Node<E> trailer = null; private int size = 0; public DLinkedList() { header = new Node<>(null, null,null); trailer = new Node<>(null,header,null); header.setNext(trailer); size = 0; } public int getSize() { return size; } public boolean isEmpty() { return size ==0; } public E getFirst(){ if(isEmpty()) { return null; } return header.getNext().getElement(); } public E getLast(){ if(isEmpty()) { return null; } return trailer.getPrev().getElement(); } public void addFirst(E e) { addBetween(e,header,header.getNext()); } public void addLast(E e) { addBetween(e,trailer.getPrev(), trailer); } public E removeFirst() { if (isEmpty()) { return null; } return…
- In Java, Complete the incomplete method of ExpressionTree.java. The incomplete methods are private Node parsePrefix(Scanner input) // Required public void parseInfix(String string) // Optional public void parsePostfix(String string) // Optional Implementations of parseInfix and parsePostfix require use of a stack. Implementation of parsePrefix does not. Read all of the ExpressionTree.java file before starting your implementation, so that you see the helper methods that are provided and get an idea of the context for your implementation. Although not needed for your implementation, you should be sure you understand how the toStringPrefix, toStringInfix, and toStringPostfix methods work. Note: The main() method accepts a single String as its argument. The String should be a prefix, infix, or postfix mathematical expression with no characters other than operators (+, -, *, and /) and operands (single characters a-z). As written, the main() method calls parsePrefix() to create an…Java / Trees: *Please refer to attached image* What is the inorder of this tree? Multiple chocie. G X C A N V F Q L W G X C A N V F L W E A C V N X G F L W E A C V N VG F L W ECan you make a driver program for the DoublyLinkedList given bellow, how the output of the driver should look like will be attached bellow. public class DoublyLinkedList<E> {private static class Node<E> {private E element; private Node<E> prev; private Node<E> next; public Node(E e, Node<E> p, Node<E> n) {element = e;prev = p;next = n;}public E getElement() { return element; }public Node<E> getPrev() { return prev; }public Node<E> getNext() { return next; }public void setPrev(Node<E> p) { prev = p; }public void setNext(Node<E> n) { next = n; }}private Node<E> header; private Node<E> trailer; private int size = 0; public DoublyLinkedList() {header = new Node<>(null, null, null); trailer = new Node<>(null, header, null); header.setNext(trailer); }public int size() { return size; }public boolean isEmpty() { return size == 0; }public E first() {if (isEmpty()) return null;return…