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Exercise
N items are inserted into a binary tree in random order. When possible, a node
is entered into the same page as its parent. When a node is entered into a new
page, that page is reserved for the node and its descendants. Assume a page can
hold P nodes.
(1) How many page accesses, on the average, are required to enter the Nā{th} node?
(2) How many page accesses, on the average, are required to enter the first N nodes?
(3) How many pages, on the average, are in use when N nodes have been entered?