What is the time complexity of inserting a node in the middle of a linked list?

What is the time complexity of inserting a node in the middle of a linked list?

The task is to insert the given elements at the middle position in the linked list one after another. Each insert operation should take O(1) time complexity.

How do I insert a node in the middle?

Given a linked list containing n nodes. The problem is to insert a new node with data x at the middle of the list. If n is even, then insert the new node after the (n/2)th node, else insert the new node after the (n+1)/2th node.

How do you join two linked lists?

The new list should be made by splicing together the nodes of the first two lists. For example if the first linked list a is 5->10->15 and the other linked list b is 2->3->20, then SortedMerge() should return a pointer to the head node of the merged list 2->3->5->10->15->20.

What is the time complexity of adding an element to the beginning of a linked list?

3 Answers. Either if you want to insert at the end of the list or at the beginning of the list, you’re going to have O(1) Complexity for that and O(1) space. If you want to insert at the beginning of the list, you just make the new list head the node you want to insert, and link it to the previous list head.

How to insert a node in a linked list?

Inserts a new node after the given prev_node. This method is /* 1. Check if the given Node is null */ /* 2. Allocate the Node & 3. Put in the data*/ /* 4. Make next of new Node as next of prev_node */ # This function is in LinkedList class. # Inserts a new node after the given prev_node. This method is

How to insert a node in the middle of a list?

Now, you can insert the new node after the middle node obtained from the above process. This approach requires only a single traversal of the list. This article is contributed by Ayush Jauhari.

What is the time complexity of append to a linked list?

Time complexity of append is O (n) where n is the number of nodes in linked list. Since there is a loop from head to end, the function does O (n) work. Following is a complete program that uses all of the above methods to create a linked list.