Question

Which expression gives the maximum number of nodes at level?

Answer 1

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The maximum number of nodes at level i of a binary tree is 2^i-1 .

Answer 2

Answer:  1) A binary tree can have a maximum of 2l-1 nodes at level "l." the number of nodes on the path from the root to the node, where level (including root and node).

Explanation:

Step : 1 In a binary tree of height "h," the most nodes possible can be found are 2h - 1. Here, the maximum number of nodes along the root to leaf path determines the height of a tree. There can be a maximum of 2l1 nodes at level "l." Level in this case refers to the number of nodes along the path from the root to the node, including the root. The level of the root that we are assuming is one. The most nodes that can be found in a binary tree of height h is 2h1.

Step :2 By following right pointers up the Binary Search Tree until we reach the rightmost node, we can determine the maximum. But in a binary tree, we have to go to each node to determine the maximum. The goal is to go through the given tree and return a maximum of 3 values for each node. data for nodes. The number of nodes from the root down to the farthest leaf node determines the binary tree's maximum depth. In other terms, it is a binary tree's height. This tree can grow as deep as four nodes; nodes seven and eight are each four nodes from the root.

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