Given hash function h(key), when inserting an item with key k to the hash table A, which linked list and position the item should be placed?

However, our hash map was poorly constructed, so all of the values are now in the same pile (that is, they are all in the same LinkedList). To what extent does this defeat the purpose of a hash map, please explain.

How many linked lists are there in a chaining hash table of size T? What is/are the elementary data structure(s) used in Separate Chaining hash table?

In a linked list, develop a procedure to remove duplicate keys.

What is the whole count of nodes that make up the best possible linkedlist? Which of them has the greatest amount of space?

What is the whole count of nodes that make up the best possible linkedlist? Which of them has the greatest amount of space?

Because of the shoddy way in which the map was built, all of the hash map's contents are contained in a single LinkedList. The hash map's utility is reduced as a consequence.

Due to the way the map was constructed, all of the data for the hash is stored in a single container, a LinkedList. This decreases a hash map's usefulness.

Generate a procedure to remove all linkedlist nodes with a duplicate key.

What is the number of nodes in the shortest linked list? and which is the longest?