Binary Trees
A binary tree is a finite set of data items which is either empty or consists of a single. Item called the root and two disjoint binary trees called the left sub tree and right sub tree.
A binary tree is a very important and the most commonly used non-linear data structure. In a binary tree maximum degree of any node is at most two. That means, there may be a zero degree node (usually an empty tree) or a one degree node and two degree node. A binary tree consisting of 10 elements in shown in figure below...
![1228_Binary-Tree1.png](https://www.expertsmind.com/CMSImages/1228_Binary-Tree1.png)
In the above binary tree, A is the root of the tree. The left sub tree consists of the tree with root B. and the right sub tree consists of the tree with root C Further B has its left sub tree with root D and right sub tree with root E, similarly C has its sub tree with root F and its right sub tree with root G. in the next level D has an empty left sub tree and its right sub tree with root J F has neither its left sub tree nor right sub tree K as its root and has an empty right sub tree.
Strictly Binary Trees
Complete Binary Tree
Extended Binary Trees
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