The output of a post order traversal of the resulting tree is known to be option C. 3 10 16 23 19 17 34 6.
A binary search tree (BST) is known to be a kind of a binary tree that is seen where all of the node has a Comparable key and also a kind of an linked or associated value.
It is said to be one that tends to handle the restriction that the key in any node is bigger than the keys in all nodes in the said node's left subtree and it is seen to be smaller than the keys in each of the nodes in said node's right subtree.
Hence, The output of a post order traversal of the resulting tree is known to be option C. 3 10 16 23 19 17 34 6.
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See full question below
If you add the following nodes to a binary search tree in the order they appear (left-to-right):
6 34 17 19 16 10 23 3
what will be the output of a postorder traversal of the resulting tree?
A. 6 3 34 17 16 10 19 23.
B. 3 6 17 16 10 19 23 34.
C. 3 10 16 23 19 17 34 6.
D. 10 16 23 19 17 34 3 6.
