Question

What is the maximum possible number of nodes in a binary tree at level 6?

Answer 1

Concept Introduction:

Binary tree with nodes of degree 2 except for leaf nodes is called perfect binary tree. There is a full binary tree when each node has exactly zero or two children.

Explanation:

Binary trees are tree data structures with two child nodes on each node, forming branches.

A parent node has children, and a child node may have references to their parents.

Final Answer:

There is no nodes in level 6 in binary tree.

#SPJ2

Answer 2

Answer:

The maximum possible number of nodes in a binary tree at level 6 is None.

Step-by-step explanation:

In computer science, a binary tree is defined as the tree of the data structure that is in which each nodes have two different branches of two children and it is referred to as left child as well as right child.

• Types of the binary trees:

1) Full binary tree

2) Perfect Binary Tree

3) Complete Binary Tree

4) Pathological tree

5) Skewed Binary Tree

Uses of the binary trees:

They are used in real life application of binary space partition, the heap of sort, Virtual memory management and in indexing.

The levels in the Binary tree begins from Level 1 to Level 4.

Therefore, there is no maximum possible number of nodes in a binary tree at level 6 in binary trees.

#SPJ2