What is/are the advantage(s) of linked lists over arrays? From where do you access to the nodes in a single linked list
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Consider the following binary search tree T given below: Which node contains the largest/smallest
element, respectively in T? What is/are the advantage(s) of linked lists over arrays? From where do you access to the nodes in a single linked list ?
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- Consider the following linked list and write an algorithm/function to determine the node just before the tail node. [ A ] -> [ P ] -> [ R ] -> [ k ] -> NULLLook for a point where two (singly) linked lists intersect. Return the intersection node. Remember that the intersection is defined by reference rather than value. If the kth node of the first linked list is the exact same node (by reference) as the jth node of the second linked list, then they are intersecting.Determine if an intersection exists between two (singly) linked lists. Return the intersection node. Keep in mind that the intersection is defined by reference rather than value. This indicates that they intersect if the kth node of the first linked list is the same as the jth node of the second linked list (by reference).
- A linked list is a data structure that has sequence of nodes where every node is connected to the next node by means of a reference pointer. Are linked lists of linear or non-linear type? EXPLAIN by your own wordsDevelop a procedure for removing duplicates from a linked list by comparing the keys of each node.Create a doubly-linked list that can store the elements of two binary search trees in ascending order with C++ and struct code solution
- Consider the following binary search tree (BST): List down the sequence of elements encountered when the BST is traversed using pre-order and in-order.What is the runtime (using big-O notation) of a search operation in a balanced binary search tree with n nodes? With example and explanationThe smallest linked list contains unknown nodes. The longest?
- What do O(n), O(1) mean, respectively, given some operations, which operations are O(n) or O(1)? What is/are the advantage(s) of linked lists over arrays? From where do you access to the nodes in a single linked list ?a. Identify how we define a node in a linked-list. Give example based on the code above.b. What is *head for? Can we give any other names to it?c. Explain malloc() function in short sentence.d. Can we use a linked-list without having to ask for a number of nodes to be in the linked-list?1. (A) Give the worst case running time for Get in an Unordered Linked List.Do the same for Put.(B) Give the worst case running time for Get in an Ordered Array. Do the same for Put(C) Give the worst case running time for Put in a Binary Search Tree. Also for Remove.(D) Give the average case running time for Put in a Binary Search Tree. Also Remove.(E) Suppose you wanted to find the Median number in a Map. Could you do this usinga Binary Search Tree? Could you do this using Hashing?(F) Give the worst case running time of Depth First Search in a an Undirected Graph.Do the same for Breadth First Search. Do the same for the algorithm to find a Cycle.(G) Give the worst case running time for Put in a Red-Black Tree.