4.4.2 Queue programImplement a multi-instance version of the linked-list queue. In your program, create 4 queues. Readnumbers until you encounter a negative integer input. For every number input, if the number modulo4 is 0, put the number in the first queue; if the number modulo 4 is 1, put the number in the secondqueue; if the number modulo 4 is 2, put it in the third queue, and if the number modulo 4 is 3, put itin the fourth queue. When the negative number is input, output all the numbers in the first queue,then all the numbers in the second queue, then all the numbers in the third queue, and then all thenumbers in the fourth queue.Detailed specifications:The source file name shall be queueproblem.c.The input shall be integer numbers separated by spaces or newlines. There may be as many as400 inputs, and it is possible that all input numbers modulo 4 will evaluate to the same value.• The output shall be integer numbers each printed with a %5d format, 12 per output line.The first line of your program shall conform to the course standard for headlines, that is, itshould be// queueproblem.c – Lab 01 – FirstName, LastName

1. Create structure for Linked list 2.Create structure for Queue 3. create Function push a .…

Answered: Implement a multi-instance version of…

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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For a List implemented with a linked-list, the method bool Reverse() is implemented as follows: void List::Reverse() { } if (front==NULL) return; Node *temp1, *temp2, *temp3; temp2=front; temp3=front->next; while (temp3!=NULL) { } temp1=temp3->next; temp3->next=front; //missing line temp3=temp1; temp2->next=NULL; The missing line should be: O a. front-temp2; O b. front-temp1; O c. temp2=NULL; O d. temp1-temp3; O e. front-temp3;
Consider the Double ended output restricted Queue implemented as a circular array based queue at the right. How will it look like after following operations have been performed on it in the given order: EnqueueFront(5) EnqueueFront(8) Dequeue() EnqueueRear(6) Dequeue() EnqueueRear(9)
Why would we use a linked list instead of an array to implement a stack? Or a queue
Implement a stack S using two queues Q1 and Q2 so that operations PUSH (S,X) and POP(S, Y), where S is supposedly a stack and X is the element to be insertedinto S and Y the element deleted from S, are worked upon by the queues that operatetogether as a stack. Assume that the ADT operations of ENQUEUE, DEQUEUE andEMPTYQUEUE are only available for the queues.Demonstrate the working of your method on a list {a, b, c}, which is to beoperated upon as a stack by the queues Q1 and Q2.
Implement a queue using two stacks. Your solution should have a time complexity of O(1) for enqueue and dequeue operations.
Explain the concept of computer hardware and software, and highlight their differences.
Write an algorithms in a form of pseudocode to create an empty queue using a LinkedList.
Implement a priority queue based on the sorted and unsorted sequence. Java code
Given that we discovered a circular array implementation for queues to be favorable, does this suggest we would find a circularly-linked list to be similarly advantageous? Why should I/shouldn't l?
in Java 3. Implement an the ADT List (refer to the LAB 3-1)-Based of the ADT Queue and verify ""isEmpty()", "enqueue()", "dequeue()", "dequeueAll()", and "peak()" operations.
Implement a stack S using two queues Q1 and Q2 so that operations PUSH (S,X) and POP(S, Y), where S is supposedly a stack and X is the element to be insertedinto S and Y the element deleted from S, are worked upon by the queues that operatetogether as a stack. Assume that the ADT operations of ENQUEUE, DEQUEUE andEMPTYQUEUE are only available for the queues.Demonstrate the working of your method on a list {a, b, c}, which is to beoperated upon as a stack by the queues Q1 and Q2.

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