Binary Tree Traversal: Understanding the Inorder Traversal Algorithm

What is the purpose of the given code snippet?

The given code snippet is a recursive function for traversing a binary tree in an inorder traversal. What traversal algorithm is being implemented?


The purpose of the given code snippet is to traverse a binary tree using the inorder traversal algorithm.

Binary trees are a fundamental data structure in computer science and are commonly used to organize data in a hierarchical manner. Traversing a binary tree means visiting each node of the tree exactly once in a specific order. There are different traversal algorithms to achieve this, such as inorder, preorder, and postorder traversal.

In inorder traversal, the nodes are visited in the following order: 1. Visit the left subtree in inorder. 2. Visit the root node. 3. Visit the right subtree in inorder.

The given code snippet represents a recursive function that follows this inorder traversal algorithm to traverse a binary tree. It starts by checking if the current node is null, then recursively calls itself on the left child, visits the current node, and finally recursively calls itself on the right child. This process continues until all nodes in the tree are visited, following the left-root-right order.

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