How to solve below equation for the height of a full binary tree, n 2 h 1 1 n 2., which contains n number of nodes n 2 h 1 1 I got the answer as
If you have N elements, the., the maximum height will be N 2 For a non full binary tree, the minimum height of a binary tree will be log2 N 1 For a full binary tree
Height of a Complete Binary Tree Height of a Complete Binary the analysis of heaps, we ve assumed that the height of the tree is Here, we ll prove it
A labeled binary tree of size 9 and height 3, with a root node whose value is 2 The above tree is unbalanced a balanced full binary tree. A full binary tree seems to be a binary tree in which every node is either a leaf or has 2 children I have been trying to prove that its height is O logn.
The height of a binary tree is the number of edges between the tree s root and its furthest leaf This means that a tree containing a single node has a height of. Robert Tarjan.