22) Given the two functions below, 'q add ()' function adds an integer to a queue called 'q:'q remove () function remove a value from queue 'q'. Assume that MAX SIZE 3 of the queue 'q', the queue is empty, that is, front - end - -1. Write the content of the Queue q after each of the following transaction: bool q add (int n) bool q remove (int *n) if (q full 0) return false; end - +end MAX_SIZE; glend] - n; count++; if (front - -1) front - end; return true; if (q empty (0) return false; q[front]; front - ++front MAx SIZE; count--; if (q ampty () ) front - end- -1; return true; Transactions q[0] q[1] q[2] q add (3) q add (5) q renove () q add(6) q remove ) q add (7) q remove ()

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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2.2) Given the two functions below, 'q add ()' function adds an integer to a queue called 'q:'q remove ()
function remove a value from queue 'qg'. Assume that MAX SIZE - 3 of the queue 'q', the queue is
empty, that is, front = end - -1.
Write the content of the Queue 'g' after each of the following transaction:
bool q add (int n)
bool q remove (int *n)
if (q full ()) return false;
end - +end MAX_SIZE;
glend] - n3;
count++;
if (front - -1) front - end;
if (g empty ()) return false;
*n - q[front];
front - +H+front MX SIZE;
count--;
if (q empty ())
front - end- -1;
1
raturn true;
return true;
Transactions
q[0]
q[1]
q[2]
q add (3)
q add (5)
q remove (0
q add (6)
q remove ()
q add (7)
q remove ()
Page 8 of 22
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Transcribed Image Text:pu need to edit, it's safer to stay in Protected View, Enable Editing 2.2) Given the two functions below, 'q add ()' function adds an integer to a queue called 'q:'q remove () function remove a value from queue 'qg'. Assume that MAX SIZE - 3 of the queue 'q', the queue is empty, that is, front = end - -1. Write the content of the Queue 'g' after each of the following transaction: bool q add (int n) bool q remove (int *n) if (q full ()) return false; end - +end MAX_SIZE; glend] - n3; count++; if (front - -1) front - end; if (g empty ()) return false; *n - q[front]; front - +H+front MX SIZE; count--; if (q empty ()) front - end- -1; 1 raturn true; return true; Transactions q[0] q[1] q[2] q add (3) q add (5) q remove (0 q add (6) q remove () q add (7) q remove () Page 8 of 22 acer
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