1. Let H be a hash table of size 7 with the hash function h(K) = 3*K mod 7 implemented using CHAINED hashing. Consider the following sequence of insert operations: Insert (9, Dg); Insert (11, D11); Insert (5, D5); Insert (15, D15); Insert (21, D21); Insert (16, D16); Insert (12, D12); Insert (2, D₂); Insert (8, Ds); Draw the hash table after all the above operations have been executed, showing which data elements are in which locations of the hash table and how they are stored. Show your work.

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
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1. Let H be a hash table of size 7 with the hash function h(K) = 3* K mod 7 implemented using CHAINED
hashing. Consider the following sequence of insert operations:
Insert (9, D9);
Insert (11, D11);
Insert (5, D5);
Insert (15, D15);
Insert (21, D21);
Insert (16, D16);
Insert (12, D12);
Insert (2, D₂);
Insert (8, D8);
Draw the hash table after all the above operations have been executed, showing which data elements are
in which locations of the hash table and how they are stored. Show your work.
Transcribed Image Text:1. Let H be a hash table of size 7 with the hash function h(K) = 3* K mod 7 implemented using CHAINED hashing. Consider the following sequence of insert operations: Insert (9, D9); Insert (11, D11); Insert (5, D5); Insert (15, D15); Insert (21, D21); Insert (16, D16); Insert (12, D12); Insert (2, D₂); Insert (8, D8); Draw the hash table after all the above operations have been executed, showing which data elements are in which locations of the hash table and how they are stored. Show your work.
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