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Today we will visualize inorder traversal Before we start you should also be comfortable with the following concepts Recursionand the call stack Given a binary tree An inorder traversal will always process the node after it finishes traversing its left subtree And before it starts traversing the rightsubtree If the tree is a binary search tree, The output will be a ascending order Here is the code for the inorder traversal Notice how we are sandwiching the process method in between the leftand right recursive calls This is to ensure that the entire left subtree has been traversed before we can process the current node For our process function weamp;#39;re just going to append the value of the node to the end of the list Letamp;#39;s visualize this traversal on the following tree First we start the traversal from the root of the tree which is marked as 5 So we call inorder 5 and we push this onto our call stack In programming we often execute the top of the callstack so in th
