Part (a) Write an algorithm for sorting with consideration that n data is stored in linked list. Don't make any assumption just stick to the following instructions: Each node contains an INFO field and a NEXT pointer. Start contains the address of the header node. Don't change any values in the INFO. Part (b) – Consider the given algorithm for insertion of a data at after the given location in linked list. INSLOC(INFO, LINK, START, AVAIL, LOC, ITEM) 1. [OVERFLOW?] If AVAIL = NULL, then Write: OVERFLOW, and Exit // [Remove first node from AVAIL list] 2. Set NEW := AVAIL and 3. AVAIL := LINK[AVAIL] 4. Set INFO[NEW] := ITEM. [Copies new data into node] 5. If LOC = NULL, then: [Insert as first node] 6. Set LINK[NEW]:= START and 7. START : = NEW 8. else: [Insert after node with location LOC] Set LINK[NEW]:= LINK[LOC] and LINK[LOC] := NEW 9. 10. [End of If structure] 11. Exit Answer the following questions: (i) Draw the diagram for the simulation of the above algorithm such that your diagram reflects the updated link with different colors. Also, show the correspondence in the diagram between updated links and line number of algorithms (ii) Calculate the running time of given algorithm.

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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Part (a)
Write an algorithm for sorting with consideration that n
data is stored in linked list. Don't make any assumption
just stick to the following instructions:
Each node contains an INFO field and a NEXT
pointer.
Start contains the address of the header node.
Don't change any values in the INFO.
Part (b) –
Consider the given algorithm for insertion of a data at
after the given location in linked list.
INSLOC(INFO, LINK, START, AVAIL, LOC,
ITEM)
1. [OVERFLOW?] If AVAIL = NULL, then Write:
OVERFLOW, and Exit
// [Remove first node from AVAIL list]
2. Set NEW := AVAIL and
3. AVAIL := LINK[AVAIL]
4. Set INFO[NEW] := ITEM. [Copies new data into
node]
5. If LOC = NULL, then: [Insert as first node]
Set LINK[NEW]:= START and
START : = NEW
6.
7.
8. else: [Insert after node with location LOC]
9.
Set LINK[NEW]:= LINK[LOC] and
10.
LINK[LOC] := NEW
[End of If structure]
11. Exit
Answer the following questions:
(i)
Draw the diagram for the simulation of the
above algorithm such that your diagram reflects
the updated link with different colors. Also,
show the correspondence in the diagram
between updated links and line number of
algorithms
(ii) Calculate the running time of given algorithm.
Transcribed Image Text:Part (a) Write an algorithm for sorting with consideration that n data is stored in linked list. Don't make any assumption just stick to the following instructions: Each node contains an INFO field and a NEXT pointer. Start contains the address of the header node. Don't change any values in the INFO. Part (b) – Consider the given algorithm for insertion of a data at after the given location in linked list. INSLOC(INFO, LINK, START, AVAIL, LOC, ITEM) 1. [OVERFLOW?] If AVAIL = NULL, then Write: OVERFLOW, and Exit // [Remove first node from AVAIL list] 2. Set NEW := AVAIL and 3. AVAIL := LINK[AVAIL] 4. Set INFO[NEW] := ITEM. [Copies new data into node] 5. If LOC = NULL, then: [Insert as first node] Set LINK[NEW]:= START and START : = NEW 6. 7. 8. else: [Insert after node with location LOC] 9. Set LINK[NEW]:= LINK[LOC] and 10. LINK[LOC] := NEW [End of If structure] 11. Exit Answer the following questions: (i) Draw the diagram for the simulation of the above algorithm such that your diagram reflects the updated link with different colors. Also, show the correspondence in the diagram between updated links and line number of algorithms (ii) Calculate the running time of given algorithm.
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