Descending priority queue can be implemented using ______
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Types of Linked List
A sequence of data elements connected through links is called a linked list (LL). The elements of a linked list are nodes containing data and a reference to the next node in the list. In a linked list, the elements are stored in a non-contiguous manner and the linear order in maintained by means of a pointer associated with each node in the list which is used to point to the subsequent node in the list.
Linked List
When a set of items is organized sequentially, it is termed as list. Linked list is a list whose order is given by links from one item to the next. It contains a link to the structure containing the next item so we can say that it is a completely different way to represent a list. In linked list, each structure of the list is known as node and it consists of two fields (one for containing the item and other one is for containing the next item address).
Descending priority queue can be implemented using ______
a) max heap
b) min heap
c) min-max heap
d) trie
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- i |JI|) e lul o LA um;m LIk M( e function and queue is usedPlease convert the code from C Language #include <bits/stdc++.h> using namespace std; struct Queue { stack<int> s1, s2; // stl used // Enqueue an item to the queue void enQueue(int x) { // Push item into the first stack s1.push(x); } // Dequeue an item from the queue int deQueue() { // if both stacks are empty if (s1.empty() && s2.empty()){ cout << "Queue is empty"; exit(0); } // if s2 is empty, move elements from s1 if (s2.empty()) { while (!s1.empty()) { s2.push(s1.top()); // using stl operation top() s1.pop(); } } // return the top item from s2 int x = s2.top(); s2.pop(); return x; } }; // main function int main() { Queue q; int x,count=0; cout<<"press 0 to stop push operaton, else enqueue integers"<<endl; cin>>x; while(x){ q.enQueue(x); count++; cin>>x; } cout<<"dequeueing...."<<endl; while(count){ cout<<q.deQueue()<<endl; count--; } cout<<"execution successful"<<endl; return 0; }…Data Structute Using c++ Queue The Full Question is on the Picture I need to continue on this code please ::: #include <iostream> using namespace std; struct node{int data;node *next;node(int d,node *n=0){data=d;next=n;}}; class queue{node *front,*rear;public:queue();bool empty();void append(int el);bool serve();bool retrieve(int &el);//destructor ...}; bool queue::empty(){return front==0;} queue::queue(){front=rear=0;} void queue::append(int el){if(front==0)front=rear=new node(el);elserear=rear->next=new node(el);} bool queue::serve(){if(front==0)return false;if(front==rear){delete front;front=rear=0;}else{node *t=front;front=front->next;delete t;}return true;} bool queue::retrieve(int &el){if(front==0)return false;el=front->data;return true;} int main (){QueueLinked<int> custQ; // Line (queue) of customers containing the QueueArray<int> custQ; // Line (queue) of customers containing the// time that each customer arrived and// joined the…
- Topic: Doubly Linked List Deque Implement the following problem in the main case 0 (see attached photo) Your algorithm for the hierarchy problem should follow this: Evaluate the final set of operations first given the set of rules. Then, do the remove operations. Finally, do the add operations. DO NOT MIND THE #include "dlldeque.h" it is already implemented only the case 0 needs to be solved #include <iostream> #include <cstring> #include "dlldeque.h" using namespace std; int main(int argc, char** argv) { DLLDeque* deque = new DLLDeque(); int test; cin >> test; switch (test) { case 0: // perform your Hierarchy implementation here // utilize the deque initialized, // initialize variables you need before switch // you can use the print() method to debug, but not the final_print() // do not modify from this point onwards deque->final_print();…Q. Difference between Stack and Queue Data Structures. Write down key differences. Write some code snippets. Draw images with some examples. Show differences for operations like push/pop, add/remove, etc.Question 1 (20 marks)Refer to the operations below:Add (10 + 5)Add (4+8)Add (7*2)Add (90 – 3)Print listPrint peekRemove an item from the listPrint list1.1 Implement the operations above into a Queue structure called q1. (10)1.2 Implement the operations above into a Stack structure called s1. (10)Question 2 (20 marks)Create a complete java program called Week_Report. The program must include two array structures, astring array called DaysOfWeek and a double array called Temp_Values. Store in the DaysOfWeek arraythe following values (Monday, Tuesday, Wednesday, Thursday, Friday, Saturday, Sunday). Store in theTemp_Values array the following (23.5, 34.0, 20.9, 45.7, 29.3, 34.5, 32.5). Using a for loop structure outputthe values for the two arrays.Day of the Week Temperature ValuesMonday 23.5Tuesday 34.0Wednesday 20.9Thursday 45.7Friday 29.3Saturday 34.5Sunday 32.5
- Fill in the methods for the following Queue class so that it will work as expected (FIFO). A: CLASS QUEUE FUNCTION enqueue(element) THEN push array(element) END FUNCTION FUNCTION dequeue THEN shift array() END FUNCTION END CLASS use c++ languageRefer to the operations below: Add (10 + 5) Add (4+8) Add (7*2) Add (90 – 3) Print list Print peek Remove an item from the list Print list 1.1 Implement the operations above into a Queue structure called q1. 1.2 Implement the operations above into a Stack structure called s1.Implement Stack using Queues The Stack class should support the following methods: int size() boolean isEmpty() int top() void push(int element) void pop() You can assume that you've access to a Queue class which provides the following methods: int size() boolean isEmpty() int front() int back() void push(int element) void pop()
- Java Programming Hello! Can you make an algorithm / code for this part for my java calculator application. (see attached photo) All basic operations are already working, only the M's are needed to be implemented. Contains 'M+', 'M-', 'MC', 'MR' buttons(used to temporarily store data) with the corresponding stack functionalities as follows: 'M+' is push 'M-' is pop 'MC' is clear stack 'MR' is peakCreate two function using java for separate tasks: >Delete the middle element of a stack > Create a separate function that takes an arraylist of integers and put all the odds before the evens int he order they occurcreate a treap but the priorites should be based of min heap (meaning the to highest priority should be the smallest) this should be done in c# with a node class of type T the add method should be something like this private Node Add(T item, Node root) the remove/ delete node should be done without recursion please it should be done in c# it should be done in c# do not do it in c or c++ please show testing thank youu.