Question: Inserting the keys in the order A X C S E R H into an initially empty BST gives a worst - case tree where

Inserting the keys in the order A X C S E R H into an
initially empty BST gives a worst-case tree where every node has one
null link, except one at the bottom, which has two null links. Give
five other orderings of these keys that produce worst-case trees.
You can also describe the constraints that produce this outcome
--- Things like "insert A first, insert B before C, etc."

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