Question: This homework problem continues our exploration of recursive functions on binary trees. For this problem youll determine whether a binary tree is height balanced .

This homework problem continues our exploration of recursive functions on binary trees. For this problem youll determine whether a binary tree is height balanced. A tree is height balanced if height of two subtrees an every node never differ by more than one.

This homework problem continues our exploration of recursive functions on binary trees. For this problem youll determine whether a binary tree is height balanced.

For example, this tree is height balanced: 4 The height of 3's two subtrees are O and 1, which do not differ by more than one. The heights of 11's two subtrees are 1 and 2, which do not differ by more than one. And the heights of 5's two subtrees are 0 and 0, which do not differ by more than one. This tree is not height balanced: 4 This is because 11 has one subtree of height 3 and a second of height 1 For example, this tree is height balanced: 4 The height of 3's two subtrees are O and 1, which do not differ by more than one. The heights of 11's two subtrees are 1 and 2, which do not differ by more than one. And the heights of 5's two subtrees are 0 and 0, which do not differ by more than one. This tree is not height balanced: 4 This is because 11 has one subtree of height 3 and a second of height 1

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