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In our previous lesson, we introduced you to tree data structure. We discussed tree as a logical model and talked briefly about some of the applications of tree. Now, in this lesson we will talk a little bit more about binary trees. As we had seen in our previous lesson, binary tree is a tree with this property that each node in the tree can have at most 2 children. We will fist talk about some general properties of binary tree and then we can discuss some special kind of binary trees like binary search tree which is a really efficient structure for storing ordered data. In a binary tree as we were saying, each node can have at most 2 children. In this tree that I have drawn here, nodes have either 0 or 2 children. We could have a node with just one child. I have added one more node here and now we have a node with just one child. Because each node in a binary tree can have at most 2 children, we call one of the children left child and another right child. For the root node, this parti