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## What is the difference between binary search tree and binary tree?

Asked On2019-09-04 14:17:27 by:bigboxer850

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Download question setAnswersDifference Between Binary Tree and Binary Search Tree1.

Definition of Binary Tree and Binary Search Tree– Binary Tree is a hierarchical data structure in which a child can have zero, one, or maximum two child nodes; each node contains a left pointer, a right pointer and a data element. There’s no particular order to how the nodes should be organized in the tree. Binary Search Tree, on the other hand, is an ordered binary tree in which there is a relative order to how the nodes should be organized.2.

StructureofBinary Tree and Binary Search Tree– The topmost node in the tree represents the root pointer in a binary tree, and the left and the right pointers represent the smaller trees on either side. It’s a specialized form of tree which represents data in a tree structure. Binary search tree, on the other hand, is a type of binary tree in which all the nodes in the left subtree are less than or equal to the value of the root node and that of the right subtree are greater than or equal to the value of the root node.3.

OperationofBinary Tree and Binary Search Tree– Binary tree can be anything that has two children and one parent. Common operations that can be performed on a binary tree are insertion, deletion, and traversal. Binary search trees are more of sorted binary trees that allows for fast and efficient lookup, insertion, and deletion of items. Unlike binary trees, binary search trees keep their keys sorted, so lookup usually implements binary search for operations.4.

TypesofBinary Tree and Binary Search Tree– There are different types of binary trees, the common being the “Full Binary Tree”, “Complete Binary Tree”, “Perfect Binary Tree”, and “Extended Binary Tree”. Some common types of binary search trees include T-trees, AVL trees, Splay trees, Tango trees, Red-Black trees etc.Likes:

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