Question: Suppose the binary tree T used to implement a heap can be accessed using only the methods of a binary tree. That is, we cannot

Suppose the binary tree T used to implement a heap can be accessed using only the methods of a binary tree. That is, we cannot assume T is implemented as an array. Given a reference to the current last node, v, describe an efficient algorithm for finding the insertion point (that is, the new last node) using just the methods of the binary tree interface. Be sure and handle all possible cases. What is the running time of this method?

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