9. Traverse the given tree using Inorder, Preorder and Postorder traversals.

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 3: (Trees)
9. Traverse the given tree using Inorder, Preorder and Postorder traversals.
10. Show how to remove the node with the value 40 from the following binary search tree. Draw the
resulting tree.
85
11. Draw the binary search tree that would result from the insertion of the following integer keys:
14 58 18 10 99 52 33 69 74 17.
12. Generate parse trees for the following expressions.
I.
(A + B) * (D/E)
(A +B^D)/(D-F)+ G
A* (B+ D)/ E- F * (G + H/ K)
II.
II.
13. Represent all the trees shown in questions 9 and 10 by using arrays.
Transcribed Image Text:Question 3: (Trees) 9. Traverse the given tree using Inorder, Preorder and Postorder traversals. 10. Show how to remove the node with the value 40 from the following binary search tree. Draw the resulting tree. 85 11. Draw the binary search tree that would result from the insertion of the following integer keys: 14 58 18 10 99 52 33 69 74 17. 12. Generate parse trees for the following expressions. I. (A + B) * (D/E) (A +B^D)/(D-F)+ G A* (B+ D)/ E- F * (G + H/ K) II. II. 13. Represent all the trees shown in questions 9 and 10 by using arrays.
8. What is the result of the following program execution with the data and operations given
in main( ).
void pop)
{ int item;
if(Top == -1)
{ cout<<"The stack is Empty"<<endl; }
#include <iostream>
using namespace std;
#define MAXSIZE 10
void push(int);
void pop();
void traverse();
int stack[MAXSIZE];
int Top=-1;
int main()
{ int x;
рop();
push(5); push(10); push(20);
push(30); push(40);push(55);
traverse();
pop(); pop();pop); traverse();
x=7;
push(x); push(x*2);
push(3+x);traverse();
х-2*(х-1);
push(x); push(x*2);
push(3+x);traverse();
push(100);traverse(); push(101);
return 0;
else
{ item = stack[Top];
Тор - Тор-1;
}
void traverse()
int i;
if(Top == -1)
{
cout<<"The Stack is Empty"<<endl;
exit(0);
else
{
for(i=0;i<=Top;i++)
{
cout<<stack[i]<<" ";
void push(int item)
cout<<endl;
}
== MAXSIZE - 1)
if(Top
{
cout<<"The Stack Is Full"<<endl;
else
{ Тор- Тор+1;
stack[Top] = item;
}
Transcribed Image Text:8. What is the result of the following program execution with the data and operations given in main( ). void pop) { int item; if(Top == -1) { cout<<"The stack is Empty"<<endl; } #include <iostream> using namespace std; #define MAXSIZE 10 void push(int); void pop(); void traverse(); int stack[MAXSIZE]; int Top=-1; int main() { int x; рop(); push(5); push(10); push(20); push(30); push(40);push(55); traverse(); pop(); pop();pop); traverse(); x=7; push(x); push(x*2); push(3+x);traverse(); х-2*(х-1); push(x); push(x*2); push(3+x);traverse(); push(100);traverse(); push(101); return 0; else { item = stack[Top]; Тор - Тор-1; } void traverse() int i; if(Top == -1) { cout<<"The Stack is Empty"<<endl; exit(0); else { for(i=0;i<=Top;i++) { cout<<stack[i]<<" "; void push(int item) cout<<endl; } == MAXSIZE - 1) if(Top { cout<<"The Stack Is Full"<<endl; else { Тор- Тор+1; stack[Top] = item; }
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