FIRST A HEN B C D The following sequence of operations are performed on the above singly linked list struct node * P; i. P = First → link → link; ii. P→ link → link → link = First; iii. P = P → link → link; %3D iv. printf (“%c", P → data);
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![09.
FIRST
A
В
C
D
E
The following sequence of operations are
performed on the above singly linked list
struct node * P;
i. P= First
→ link → link;
ii. P→ link → link → link = First;
iii. P= P → link → link;
iv. printf (“%c", P → data);](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Ff1505716-6aa9-4ba4-b231-dc2b20ae5d5b%2F00355663-088d-4698-a7ec-a930f1e6eff2%2F8nfuut_processed.jpeg&w=3840&q=75)
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- Use the following node definition for this problem.struct NodeInt32{int32_t value; NodeInt32* next;} Write a function which searches a non-empty linked list for a target value. Its exact signature should be: NodeInt32* find(NodeInt32* head, int32_t target); The function should return the first node whose value equals target. If the target is not found in the list, then the function should return NULL.C Programming language Part 1: You need to define a data structure for a doubly linked list and a binary search tree. Also, you need to implement the following functions: Insert Sorted LINKEDLIST insertSorted(LINKEDLIST head, int num): head points to the first node in the sorted linked list; num is a number to be inserted in in correct place in the linked list pointed at “head”. The linked list should be sorted after inserting “num”. This function returns the head of the modified head. BSTREE insert(BSTREE root, int num): root points to a node in a binary search tree; num is a number to be inserted in the tree rooted at “root”. This function returns the root of the modified tree. Find an element LINKEDLIST find(LINKEDLIST head,int num): head points to the first node of a linked list; num is a number to be searched for in the linked list started at “head”. This function returns a pointer to the node containing “num” or NULL if num is not found BSTREE find(BSTREE root,int…The definition of linked list is given as follows: struct Node { ElementType Element ; struct Node *Next ; } ; typedef struct Node *PtrToNode, *List, *Position; If L is head pointer of a linked list, then the data type of L should be ??
- Complete the following function where a node is perculated through a MaxHeap when given the value of the parent node (through the use of a linked list) void BinMaxHeap::percolateUp(BHNode *p) { }Use the following node definition for this problem.struct NodeInt32{int32_t value; NodeInt32* next; } Write a function which concatenates two non-empty linked lists. Its exact signature should be: void concat(NodeInt32* headA, NodeInt32* headB); After execution, the tail of headA should point to headB. The skeleton file is belowConsider the following linked list C++ code: - struct node { int data; struct node *next; }start = NULL; struct node *new_node; Select one: а. new_node=(struct node *)malloc(sizeof(struct node)); b. Non of Above C. new_node=(struct node)malloc(sizeof(struct node)); new_node=(struct *)malloc(sizeof(struct node)); d. new_node=(struct node *)malloc((struct node));
- Assume that nodeType struct was defined as below. struct nodeType Int Infor nodeType 1ink And nodeType n, F, L, P, "q Given initially the following linked list and new node n. F What are the steps to be executed to get the following linked list? O Flink-linker L-back-backen O linkep-link (p+1)-linken O 61)linken: nolinkep-lirk Om linkep-link polnken polnken n-inkep-link: O Rs not possible O Lbackbacken FralinkelinknsPlease discribeWrite a function named “removeNode” that takes a head of the linked list of struct Student and a student name (String). The function removes the node that has the student name. Assume the following declaration and how the function is called: struct Student { String name; int score; Student *next; }; void removeNode (Student *firstStudent, String studentName); int main() { Student *firstStudent; // address of the head // Assuming some code to fill in all data // Student *newStudent = new Student; // fill in data for newStudent insertNode(firstStudent, newStudent); return 0; }
- Assume that nodeType struct was defined as below. struct nodeType { int info; nodeType *link; }; And nodeType *n, *F, *L, *p, *q; Given initially the following linked list and new node n. n F р ‚-o-do-d F What are the steps to be executed to get the following linked list? O n->link=nullptr; p->link=n; L=n; On->link=nullptr; L->link=n; L=n; On=L; -ooooo n->link=nullptr; O L=n; n->link=nullptr; L->link=n; O L=n; ? L->link=n; n->link=nullptr; O n->link=nullptr; n=L; هم O It is not possible р n LMultiple choice in data structures void doo(node<int>*root){ if(root !=0) { node<int>*p=root; while(root->next!=0) root=root->next; p->data=root->data; } What is this code do? a. swap the first item with the last item in the linked list b. set the first item in the linked list as the last item c. doesn't do anything because the root parameter is passed by value d. change the root item in the binary tree with the farthest leaf itemstruct node{ int a; struct node * nextptr; }; Write two functions. One for inserting new values to a link list that uses the given node structure. void insert(struct node **head, int value); Second function is called to count the number of even numbers in the link list. It returns an integer that represents the number of even numbers. int countEvenNumbers(struct node *head); Write a C program that reads a number of integers from the user and insert those integers into a link list (use insert function). Later pass the head pointer of this link list to a function called countEvenNumbers. This function counts and returns the number of even numbers in the list. The returned value will be printed on the screen. Note 1: Do not modify the function prototypes. Sample Input1: Sample Output1: 45 23 44 12 37 98 33 35 -1 3 Sample Input2: Sample Output2: 11 33 44 21 22 99 123 122 124 77 -1 4
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