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A full binary tree of height h has n=2h+1-1 nodes level 0: 1, level 1: 2, level 2: 22=4 level h: 2h Total nodes: n=2h+1-1 20 30 10 8 18 28 40 15 22 29 35 7 24 12 32 6

A full binary tree of height h has n=2h+1-1 nodes level 0: 1, level 1: 2, level 2: 22=4 level h: 2h Total nodes: n=2h+1-1 20 30 10 8 18 28 40 15 22 29 35 7 24 12 32 6

Database System Concepts
Database System Concepts
7th Edition
ISBN:9780078022159
Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Chapter1: Introduction
Section: Chapter Questions
Problem 1PE
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A full binary tree of height h has n=2h+1-1 nodes level 0: 1, level 1: 2, level 2: 22=4 level h: 2h Total nodes: n=2h+1-1 30 10 8 18 28 40 9 15 22 29 35 7 24 12 32 6. 14 23 27 13 20
Transcribed Image Text:A full binary tree of height h has n=2h+1-1 nodes level 0: 1, level 1: 2, level 2: 22=4 level h: 2h Total nodes: n=2h+1-1 30 10 8 18 28 40 9 15 22 29 35 7 24 12 32 6. 14 23 27 13 20
1. Give preorder traversal of the Tree: 2. Give in-order traversal of the Tree: 3. Add a node with value 17 to the tree so that the new tree is a binary search tree.
Transcribed Image Text:1. Give preorder traversal of the Tree: 2. Give in-order traversal of the Tree: 3. Add a node with value 17 to the tree so that the new tree is a binary search tree.
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