Question: Given an n-node binary tree with all its levels full of nodes except for the last one that is missing the two rightmost nodes,

Given an n-node binary tree with all its levels full of nodes except for the last one that is missing the two rightmost nodes, as in the figure: O 1 1 O 1 O O O O O O 00 0 Suppose that this tree stores n different real numbers (notice that n is always odd). Explain where the MEDIAN of these number may be located if (i) the tree is a max-heap; (ii) the tree is a binary search tree.

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