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Which of following statement is not true about the binary tree T? 12 30 28 Tis not a heap T is a binary search tree None of the above Tis a balanced binary tree

Which of following statement is not true about the binary tree T? 12 30 28 Tis not a heap T is a binary search tree None of the above Tis a balanced binary tree

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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**Question:** Which of the following statements is not true about the binary tree T? **Diagram Explanation:** The diagram represents a binary tree with the following structure: - The root node has a value of 16. - The left child of the root is a node with a value of 4, which further has a left child with a value of 12. - The right child of the root is a node with a value of 21, which has a right child with a value of 30. The node with the value of 30 has a left child with a value of 28. **Options:** - ○ T is not a heap - ○ T is a binary search tree - ○ None of the above - ○ T is a balanced binary tree
Transcribed Image Text:**Question:** Which of the following statements is not true about the binary tree T? **Diagram Explanation:** The diagram represents a binary tree with the following structure: - The root node has a value of 16. - The left child of the root is a node with a value of 4, which further has a left child with a value of 12. - The right child of the root is a node with a value of 21, which has a right child with a value of 30. The node with the value of 30 has a left child with a value of 28. **Options:** - ○ T is not a heap - ○ T is a binary search tree - ○ None of the above - ○ T is a balanced binary tree
**Question: What is the depth of node 30?** **Diagram Explanation:** The diagram represents a tree structure with the following nodes and their connections: - The root node is 16. - Node 16 is connected to nodes 4 and 21. - Node 4 is connected to node 12. - Node 21 is connected to node 30. - Node 30 is connected to node 28. **Depth Calculation:** - The depth of a node is defined as the number of edges from the root node to the given node. - Root node 16 has a depth of 0. - Node 21 has a depth of 1 (one edge from 16). - Node 30 has a depth of 2 (two edges: 16 to 21, then 21 to 30). **Multiple Choice Options:** - ○ 3 - ○ 2 - ○ 1 - ○ 4 The correct answer is: **○ 2**.
Transcribed Image Text:**Question: What is the depth of node 30?** **Diagram Explanation:** The diagram represents a tree structure with the following nodes and their connections: - The root node is 16. - Node 16 is connected to nodes 4 and 21. - Node 4 is connected to node 12. - Node 21 is connected to node 30. - Node 30 is connected to node 28. **Depth Calculation:** - The depth of a node is defined as the number of edges from the root node to the given node. - Root node 16 has a depth of 0. - Node 21 has a depth of 1 (one edge from 16). - Node 30 has a depth of 2 (two edges: 16 to 21, then 21 to 30). **Multiple Choice Options:** - ○ 3 - ○ 2 - ○ 1 - ○ 4 The correct answer is: **○ 2**.
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