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correct these binary trees and draw what each tree is SUPPOSED to look like??

correct these binary trees and draw what each tree is SUPPOSED to look like??

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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Can someone help correct these binary trees and draw what each tree is SUPPOSED to look like?????? (I tried to work on this with a different tutor btw, and I dont know if we did this right).

**Review Questions** In this section, we will be examining different types of trees used in computer science and their properties. The diagrams illustrate various kinds of tree structures. Below each diagram, there are annotations indicating the characteristics of each tree. ### Tree Diagrams and Their Properties 1. **Complete Binary Tree:** - The first diagram on the left shows a complete binary tree. - Properties: Each level of the tree is fully filled, except possibly the last level, which is filled from left to right. - The nodes are labeled as P, C1, L, and C2, indicating parent and child nodes respectively. - It is annotated with "Complete" to denote its completeness. 2. **Strict Binary Tree:** - The middle-right diagram depicts a strict binary tree structure. - Properties: Every node has either zero or two children. - It is annotated with "Strict" to indicate the strict condition that each node must follow. 3. **Balanced Binary Tree:** - The diagram towards the bottom right illustrates a balanced binary tree. - Properties: The left and right subtrees of every node differ in height by at most one. - This tree is annotated with "balanced" to show that it is balanced in terms of height. 4. **Perfect Binary Tree:** - The bottom-left diagram outlines a perfect binary tree. - Properties: All internal nodes have exactly two children and all leaf nodes are at the same level. - Annotated with "Perfect" to signify its perfection in structure. Each type of tree has unique properties that make it suitable for different applications in computer science, including searching, sorting, and dynamic data representation. Feel free to explore each type further and review the diagrams to solidify your understanding of their structures and properties.
Transcribed Image Text:**Review Questions** In this section, we will be examining different types of trees used in computer science and their properties. The diagrams illustrate various kinds of tree structures. Below each diagram, there are annotations indicating the characteristics of each tree. ### Tree Diagrams and Their Properties 1. **Complete Binary Tree:** - The first diagram on the left shows a complete binary tree. - Properties: Each level of the tree is fully filled, except possibly the last level, which is filled from left to right. - The nodes are labeled as P, C1, L, and C2, indicating parent and child nodes respectively. - It is annotated with "Complete" to denote its completeness. 2. **Strict Binary Tree:** - The middle-right diagram depicts a strict binary tree structure. - Properties: Every node has either zero or two children. - It is annotated with "Strict" to indicate the strict condition that each node must follow. 3. **Balanced Binary Tree:** - The diagram towards the bottom right illustrates a balanced binary tree. - Properties: The left and right subtrees of every node differ in height by at most one. - This tree is annotated with "balanced" to show that it is balanced in terms of height. 4. **Perfect Binary Tree:** - The bottom-left diagram outlines a perfect binary tree. - Properties: All internal nodes have exactly two children and all leaf nodes are at the same level. - Annotated with "Perfect" to signify its perfection in structure. Each type of tree has unique properties that make it suitable for different applications in computer science, including searching, sorting, and dynamic data representation. Feel free to explore each type further and review the diagrams to solidify your understanding of their structures and properties.
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