What is Binary Search Tree

1. What is Binary Search Tree A binary search tree is also called a sorted Binary tree or ordered binary tree in which data is stored in an organized way. A binary search tree or BTS is a type of binary tree in which every node has a comparable key and an associated value. Each key has to satisfy the condition that it is larger than the keys in all nodes in that node's left subtree and smaller than all the keys in all nodes of the right subtree. Binary search trees are useful for the fast lookup, addition, and subtraction of data and can be used to implement lookup tables and dynamic sets. Binary Search Trees makes the program fast and accurate. Attributes of Binary Search Tree. A Binary Search tree is made up of multiple nodes and has these attributes. Each node of the tree are represented as a parent-child relationship. Each parent node can have zero child nodes or a maximum of two subnodes of stress on the right- and left-hand sides. Every subtree of a binary search tree has subbranches on their left and right-hand sides. Each node has a key value pair. The keys on the left subtree of the nodes are smaller than the keys of the parent node. And thus, have smaller values than the keys of parent parent The keys on the right subtree of the nodes are larger than the keys on the left subtree. What are the advantages of using a Binary Search tree? With Binary search trees, the searching of data becomes very easy and efficient. At every step, we get a hint about which subtree contains the element that we want. In comparison to arrays and linked lists, the binary search tree is considered a more efficient data structure. Whenever we start searching for a specific element, it removes half a subtree at every step. In a binary search tree, it will take o(log2n) time to search for an element. In worst cases, it will take 0(n). Binary Search Trees makes it easy to implement deletion and insertion operations and also show results in less time than array and linked list. What are the types of Binary Search Trees?

2. There are three different types of Binary Search Tree, these are: 1.Complete Binary tree: All the levels in the complete binary trees are full of the last level’s possible exceptions. All the nodes are also full, directing towards the far left. 2.Full Binary tree: In the Full Binary tree, all nodes have 2 child nodes or sub-nodes except the leaf. 3.Balanced or Perfect binary tree: In the Balanced or perfect binary tree, all the nodes have two children. There is also the same level of each subnode in this tree. To study in detail the binary search tree and type of Binary Search tree, visit https://www.helpmestudybro.com/ where you could learn in depth about the Binary Search tree, how it works, and its advantages in Data Structure. Don't hold back, click it now to understand the concepts of the binary search tree. Keyword: define linked list in data structure. Visit: https://helpmestudybro.com