BSTree Class Overview
5 Questions
0 Views

Choose a study mode

Play Quiz
Study Flashcards
Spaced Repetition
Chat to lesson

Podcast

Play an AI-generated podcast conversation about this lesson

Questions and Answers

What will happen if you attempt to add a node with a value less than the current node's value and the left child is not null?

  • An error will be thrown.
  • The new node will be added to the right subtree.
  • The new node will be added to the left subtree. (correct)
  • The new node will replace the current node's left child.
  • What value is returned by the search method if the value is not found in the binary search tree?

  • The current node's value.
  • False. (correct)
  • True.
  • Null.
  • What is the purpose of the toList method in the BSTree class?

  • To add nodes to the binary search tree.
  • To search for a specific value in the binary search tree.
  • To display the tree structure in a console.
  • To convert the binary search tree into a sorted array list. (correct)
  • What condition is checked to determine whether to search the left or right subtree during the search operation?

    <p>If the value is less than or greater than the current node's value.</p> Signup and view all the answers

    If a BSTree object is created with the value 10, what will the value of the left child be immediately after instantiation?

    <p>Null.</p> Signup and view all the answers

    Study Notes

    BSTree Class

    • The BSTree class implements the BTNode interface and represents a binary search tree (BST).
    • It has three private fields: left, right, and value.
    • left and right refer to the left and right children of the node, respectively.
    • value stores the integer value of the node.

    Constructor

    • The constructor initializes a new BSTree node with a given value and sets left and right to null, indicating that the node has no children initially.

    Getters and Setters

    • The class provides getter methods getValue(), getLeft(), and getRight() to access the node's value, left child, and right child, respectively.
    • It also has setter methods setLeft(BTNode node) and setRight(BTNode node) to modify the left and right children of the node.

    Adding a Node (addNode)

    • The addNode(BTNode node, int value) method adds a new node with the given value to the BST.
    • It starts at the given node as the root and recursively compares the value to be added with the current node's value.
    • If value is less than the current node's value, the method searches the left subtree recursively.
    • If value is greater than or equal to the current node's value, the method searches the right subtree recursively.
    • If the appropriate child of the current node is null, a new BSTree node with the given value is created and attached as the child.
    • The search(BTNode node, int value) method searches for a node with the given value in the BST.
    • It begins at the given node as the root and recursively traverses the tree.
    • If the current node is null, the value is not in the BST, and the method returns false.
    • If the current node's value is equal to the value, the method returns true, indicating that the value has been found.
    • If the value is less than the current node's value, the method searches the left subtree recursively.
    • If the value is greater than the current node's value, the method searches the right subtree recursively.

    Converting BST to List (toList)

    • The toList(BTNode node, ArrayList result) method recursively traverses the BST in an in-order traversal.
    • For each node:
      • It recursively visits the left subtree.
      • It adds the node's value to the result ArrayList.
      • It recursively visits the right subtree.
    • This method converts the contents of the BST into a sorted ArrayList.

    Studying That Suits You

    Use AI to generate personalized quizzes and flashcards to suit your learning preferences.

    Quiz Team

    Description

    This quiz focuses on the BSTree class, implementing the BTNode interface. Participants will explore its constructor, methods, and how to add nodes to the binary search tree. Test your understanding of binary trees and their structures.

    More Like This

    Binary Search Tree Data Structures and Algorithms Quiz
    10 questions
    Binary Search Tree Basics Quiz
    16 questions
    Binary Search Tree Insertion and Deletion Algorithm Quiz
    10 questions
    Use Quizgecko on...
    Browser
    Browser