Inorder traversal between two binary tree nodes

Inorder traversal is a way of visiting all nodes in a binary tree in a specific order. In an inorder traversal, we visit the left subtree of a node, then the node itself, and then the right subtree of the node.

If we want to find all nodes between two given nodes in a binary tree using an inorder traversal, we can use recursion. Here's how:

1. Start at the root of the binary tree.
2. Traverse the left subtree recursively until we reach the first given node.
3. Visit the first given node.
4. Traverse the right subtree recursively until we reach the second given node.
5. Visit the second given node.
6. Traverse the right subtree of the second given node recursively, continuing with the inorder traversal.

By following these steps, we can traverse the binary tree in inorder and find all nodes between the two given nodes. It's important to note that this approach assumes that the two given nodes are present in the binary tree. If one or both nodes are not present, the traversal will not include those nodes.