Question

(2 points) starting from the root node, we want to populate a bst with the keys in a given list without altering the key order. using the keys and the tree in question a) as an example, i) display the ordered list of the keys which can be sequentially inserted into the tree. ii) describe an algorithm to get the list above systematically.

Answer 1

In order to systematically fill a Binary search tree with a fixed shape, at each node we see the number of nodes that must be greater and the number of nodes that must be smaller than it.

What is binary search tree explain?

A rooted binary tree that satisfies the binary search property is known as a binary search tree.

                  In a binary search tree, the nodes are sorted in total order with the nodes with keys higher than any specific node stored on the right subtrees and those with equal to or less than placed on the left subtrees.

What are binary search trees and binary binary?

A node in a binary tree can have 0, 1, or 2 nodes, making it a non-linear data structure. Each node has a left pointer, right pointer, and data element on its own.

                   A structured node arrangement characterizes a binary tree called a binary search tree. Every subtree must also belong to that specific structure.

Learn more about binary search tree

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