Question: assume each external node has two children Let T be a binary tree with n nodes, and let p be the level numbering of the

assume each external node has two children

Let T be a binary tree with n nodes, and let p be the level numbering of the nodes of T, so that the root, r, is numbered as p(r) = 1, and a node v has left child numbered 2p(v) and right child numbered 2p(v) +1, if they exist. a. Show that, for every node v of T, p(v)

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