Consider the below-given queue REAR 102 78 21 95 16 15 17 FRONT How many dequeue operations needed to delete the smallest element from the queue?
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- What is the sum of all the removed values in the following sequence of operations using generic push pop operations on a queue?Push 8Push 4Push 6Pop PopPush 6PopPush 11Push 2Pop 24 18 14 22For the Queue use the java interface Queue with the ArrayDeque classFor the Stack use the java Deque interface with the ArrayDeque classFor the LinkedList, use the java LinkedList class Also, when you are asked to create and use a Queue, you can use only those methods pertaining to the general operations of a queue (Enqueue: addLast, Dequeue: removeFirst, and peek() Similarly, when you are asked to create and/or use a stack, you can use only those methods pertaining to the general operations of a Stack (push: addFirst, pop:removeFirst, and peek() ) Your code should not only do the job, but also it should be done as efficiently as possible: fast and uses no additional memory if at all possible Questions Write a method “int GetSecondMax(int[] array)” . this method takes an array of integers and returns the second max value Example: if the array contains: 7, 2, 9, 5, 4, 15, 6, 1}. It should return the value: 9An array of size MAX_SIZE is used to implement a queue. head, tail, and size are tracked. Suppose front is 0 and rear is MAX_SIZE -1. How many elements are present in the queue? a. 0 b. MAX_SIZE-1 c. MAX_SIZE d. 1
- Describe briefly any four methods available in the Queue Interface. Which class implements the Queue interface? Method Name Behavior 1 2 3 4 a. Show step-by-step application of the Insertion sort algorithm for the given array: A = { 54, 26, 93, 17, 77, 31, 44, 55, 20} True or False? The isEmpty operation as defined for the text's Queue ADT might throw the QueueUnderflowException.Implement a stack using a queue Note that: - You still have the enqueue, dequeue, size, and is empty methods. So if you want to pop the last inserted element, you have to dequeue size() -1 elements from the queue and enqueue them again and finally dequeue the last element, which is now the first element of the queue. - Hint: (without using STL)
- Write a program that reads a line of text, changes each uppercase letter to lowercase, and places each letter both in a queue and onto a stack. The program should then verify whether the line of text is a palindrome (a set of letters or numbers that is the same whether read forward or backward). Cannot use <queue> Library, have to use queueADT class as shown in the below, "Queue Demo." Thank you, will up vote. #include <iostream> #include <cassert>using namespace std; template <class Type>class queueADT{public: virtual bool isEmptyQueue() const = 0; virtual bool isFullQueue() const = 0; virtual void initializeQueue() = 0; virtual Type front() const = 0; //Function to return the first element of the queue. virtual Type back() const = 0; //Function to return the last element of the queue. virtual void addQueue(const Type& queueElement) = 0; //Function to add queueElement to the queue. virtual void deleteQueue() = 0; //Function to remove…Java(eclipse) Implement a method concatenate in class LinkedQueue. This method should take all the elements of a queue sourceQ and append them to the end of another queue targetQ. The operation should result in sourceQ being an empty queue. Test this method in the main method of LinkedQueue.Imagine the linearly linked list above is representing a queue. Describe in pseudocode what operations do you have to perform to emulate the .pop() command in STL C++. Repeat the above for the .push() command in STL C++
- Write a program in Python to show how a queue works using empty, size, front, back, push item onto queue, and push item off queue.Implement the basic operations in theindex priority-queue API by modifying as follows: Changepq[] to hold indices, add an array keys[] to hold the key values, and add an array qp[]that is the inverse of pq[] — qp[i] gives the position of i in pq[] (the index j such thatpq[j] is i). Then modify the code to maintain these data structures.Use the convention that qp[i] = -1 if i is not on the queue, and include a methodcontains() that tests this condition. You need to modify the helper methods exch()and less() but not sink() or swim(). Don't copy old answer its WrongImplement the basic operations in theindex priority-queue API by modifying as follows: Changepq[] to hold indices, add an array keys[] to hold the key values, and add an array qp[]that is the inverse of pq[] — qp[i] gives the position of i in pq[] (the index j such thatpq[j] is i). Then modify the code to maintain these data structures.Use the convention that qp[i] = -1 if i is not on the queue, and include a methodcontains() that tests this condition. You need to modify the helper methods exch()and less() but not sink() or swim().