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Draw a Binary Tree with the Minimum Possible Depth to Form

Draw a Binary Tree with the Minimum Possible Depth to Form

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In this lesson, we're going to write code to find height or what we can also call maximum depth of a binary tree. We have already discussed depth and height in our first introductory lesson on trees but I'll do a quick recap here. First of all, I have drawn a binary tree here. I have not filled in any data the nodes. Data can be anything. Binary tree, as we know is a tree in which each node can have atmost 2 children. So a node can have 0 1 or 2 children. I'll just number these nodes so I can refer to them. I'll say this root node is number one and I'll go level by level from left to right, counting 2, 3, 4 and so on. Now height of a tree is defined as number of edges in longest path from root to a leaf node. In this example tree, 4 6 7 8 and 9 are leaf nodes. A leaf node is a node with 0 children. Number of edges in longest path from root to a leaf node is 3. For both 8 and 9 number of edges in path from root is 3. So height of the tree is 3. Ac

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