No need to code. Perform the LinkedList in the attached image below. follow the 1 and 2 & 3 and 4 steps. HEAD40HĮNULL X 20HHEAD30HA20H20Hс20H40H Y10H10H10HB40H10H20HTAILĮZTAILĮ40HDNULLNULL1. Insert a node at position 330H50H W NULL2. Delete the successor ofthe node at position 2.3. Delete tail of the node50H4. Insert i=1E NULL

As per the given information, we have 2 linked lists. One is a double-linked list and another one is…

HEAD 40H Į NULL X HEAD Į 30H A 20H 20H 20H C 20H 40H 10H Y 10H 10H B 40H TAIL 10H Į 20H Z TAIL Į 40H D NULL NULL 1. Insert a node at position 3 30H 50H W NULL 2. Delete the successor of the node at position 2. 3. Delete tail of the node 4. Insert i=1 50H E NULL

HEAD 40H Į NULL X HEAD Į 30H A 20H 20H 20H C 20H 40H 10H Y 10H 10H B 40H TAIL 10H Į 20H Z TAIL Į 40H D NULL NULL 1. Insert a node at position 3 30H 50H W NULL 2. Delete the successor of the node at position 2. 3. Delete tail of the node 4. Insert i=1 50H E NULL

Database System Concepts

7th Edition

ISBN:9780078022159

Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Chapter1: Introduction

Section: Chapter Questions

Problem 1PE

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Concept explainers

Binomial Heap

A binomial heap is a group of binomial trees. This data structure acts as a priority queue and implements the merge operation faster.

Question

No need to code. Perform the LinkedList in the attached image below. follow the 1 and 2 & 3 and 4 steps.

HEAD
40H
Į
NULL X 20H
HEAD
30H
A
20H
20H
с
20H
40H Y
10H
10H
10H
B
40H
10H
20H
TAIL
Į
Z
TAIL
Į
40H
D
NULL
NULL
1. Insert a node at position 3
30H
50H W NULL
2. Delete the successor of
the node at position 2.
3. Delete tail of the node
50H
4. Insert i=1
E NULL

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