(For the below tasks, you may want to create a binary tree manually and use the same tree for all of these tasks. However, for task 6, you need two trees; hence, prepare another) NB: All the methods(1-7) as well as the main method/tester statements must be written in one class. DO NOT write a different class for each method. Compile all your codes and simulation picture in ONE PDF and submit it . 1. RECURSIVELY calculate the height of a tree. 2. RECURSIVELY calculate the level of a Node in a tree. 3. Print elements of all the Nodes of a tree using Pre-order Traversal.

Computer Networking: A Top-Down Approach (7th Edition)
7th Edition
ISBN:9780133594140
Author:James Kurose, Keith Ross
Publisher:James Kurose, Keith Ross
Chapter1: Computer Networks And The Internet
Section: Chapter Questions
Problem R1RQ: What is the difference between a host and an end system? List several different types of end...
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solve these and provide codes & output
(For the below tasks, you may want to create a binary tree manually and use the same tree for
all of these tasks. However, for task 6, you need two trees; hence, prepare another)
NB: All the methods(1-7) as well as the main method/tester statements must be written in
one class. DO NOT write a different class for each method.
Compile all your codes and simulation picture in ONE PDF and submit it .
1.
RECURSIVELY calculate the height of a tree.
2.
RECURSIVELY calculate the level of a Node in a tree.
3.
Print elements of all the Nodes of a tree using Pre-order Traversal.
Transcribed Image Text:(For the below tasks, you may want to create a binary tree manually and use the same tree for all of these tasks. However, for task 6, you need two trees; hence, prepare another) NB: All the methods(1-7) as well as the main method/tester statements must be written in one class. DO NOT write a different class for each method. Compile all your codes and simulation picture in ONE PDF and submit it . 1. RECURSIVELY calculate the height of a tree. 2. RECURSIVELY calculate the level of a Node in a tree. 3. Print elements of all the Nodes of a tree using Pre-order Traversal.
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