ava programming Computer science I need help with problem 2, The remove method removes a node My DOB is 15 my MOB is 7  Please please help me I'm desperate for your help, please? I really need this, please. I don't understand it that much

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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Java programming

Computer science

I need help with problem 2, The remove method removes a node

My DOB is 15

my MOB is 7 

Please please help me

I'm desperate for your help, please?

I really need this, please. I don't understand it that much

NOTE: In all what follows, DOB refers to your day of birth and MOB would be the month
of your birth. If you are born on 9/28/1990. DOB = 28 and MOB =9
Problem 1
Draw the following binary tree. Where only the key is shown (disregard 2xDOB or 3xMOB if it
is same as one of the numbers):
35, 20, 23, 15, 40, 38, 2xDOB, 45, 33, 48, 3xMOB, 13, 46, 17, 39, 16, 21
1- Is the tree balanced?
2-Show the inOder, pre-Order and post-Order traversal of the tree.
3- delete node 20 using the largest on the left. If you are given a reference to node 20, what
would be the java code to perform the deletion?
4-delete 2xDOB using the smallest on the right. If you are given a reference to node 2xDOB,
what would be the java code to perform the deletion?
Problem 2
Assume that you are implementing a heap using a fixed size array.
1- Illustrate how the following heap would be constructed (show the content of the array,
show in detail only what happens when nodes DOB and 17 are added): The nodes are
inserted in the following order (key, value): (9, -4), (3, -6), (11, -4), (13, -7), (DOB, -2),
(12, -8), (3xMOB, -5), (17, -7), (6, -3).
2- Illustrate what happens to the heap when invoking remove (show the details).
3- Assume that you have an array of integers, write a code that would allow you to sort the
array in ascending order (smallest to largest), using only a heap. |
Problem 3
1) Consider that you have a graph with 8 vertices numbered A to H, and the following
edges: (A, B), (A, C), (B, C), (B, D), (C, D), (C, E), (D, E), (D, F), (E, G), (F, G), (F, H),
(G, H)
a) Using depth-first search algorithm, what would be the sequence of visited nodes starting
at A (show the content of the stack at some steps).
b) Same question if the algorithm used in breadth first search.
c)
What would be the minimum spanning tree rooted at A if a Depth First Search algorithm
is used (refer to question a), show few steps in running the algorithm.
d) What would be the minimum spanning tree if a Breadth First Search algorithm is used (refer to
question b), show few steps of the algorithm.
Transcribed Image Text:NOTE: In all what follows, DOB refers to your day of birth and MOB would be the month of your birth. If you are born on 9/28/1990. DOB = 28 and MOB =9 Problem 1 Draw the following binary tree. Where only the key is shown (disregard 2xDOB or 3xMOB if it is same as one of the numbers): 35, 20, 23, 15, 40, 38, 2xDOB, 45, 33, 48, 3xMOB, 13, 46, 17, 39, 16, 21 1- Is the tree balanced? 2-Show the inOder, pre-Order and post-Order traversal of the tree. 3- delete node 20 using the largest on the left. If you are given a reference to node 20, what would be the java code to perform the deletion? 4-delete 2xDOB using the smallest on the right. If you are given a reference to node 2xDOB, what would be the java code to perform the deletion? Problem 2 Assume that you are implementing a heap using a fixed size array. 1- Illustrate how the following heap would be constructed (show the content of the array, show in detail only what happens when nodes DOB and 17 are added): The nodes are inserted in the following order (key, value): (9, -4), (3, -6), (11, -4), (13, -7), (DOB, -2), (12, -8), (3xMOB, -5), (17, -7), (6, -3). 2- Illustrate what happens to the heap when invoking remove (show the details). 3- Assume that you have an array of integers, write a code that would allow you to sort the array in ascending order (smallest to largest), using only a heap. | Problem 3 1) Consider that you have a graph with 8 vertices numbered A to H, and the following edges: (A, B), (A, C), (B, C), (B, D), (C, D), (C, E), (D, E), (D, F), (E, G), (F, G), (F, H), (G, H) a) Using depth-first search algorithm, what would be the sequence of visited nodes starting at A (show the content of the stack at some steps). b) Same question if the algorithm used in breadth first search. c) What would be the minimum spanning tree rooted at A if a Depth First Search algorithm is used (refer to question a), show few steps in running the algorithm. d) What would be the minimum spanning tree if a Breadth First Search algorithm is used (refer to question b), show few steps of the algorithm.
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