Assume you have a hash table of size 13, insert the following keys using open addressing with linear probing, assuming that the H(Key) = key % size and the bucket size is equal to 1.   Keys: 25, 66, 710, 150, 82, 111, 70,17           a. index key       0       1  66       2         3       4    82       5    70       6    17       7   150       8   710       9   111       10        11  25       12      b. index key       1       2  66       3         4       5    82       6    70       7    17       8   150       9     710       10   111       11        12       13  25     c. index key       0       1  66       2         3       4    82       5    70       6    17       7   150       8   111       9   710       10        11       12  25   d. index key       0       1  66       2         3       4    82       5    70       6    17       7   150       8   710       9   111       10        11       12  25

Computer Networking: A Top-Down Approach (7th Edition)
7th Edition
ISBN:9780133594140
Author:James Kurose, Keith Ross
Publisher:James Kurose, Keith Ross
Chapter1: Computer Networks And The Internet
Section: Chapter Questions
Problem R1RQ: What is the difference between a host and an end system? List several different types of end...
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Question 5

  1. Assume you have a hash table of size 13, insert the following keys using open addressing with linear probing, assuming that the H(Key) = key % size and the bucket size is equal to 1.

     

    Keys: 25, 66, 710, 150, 82, 111, 70,17

     

     

     

     

      a.

    index key

          0

          1  66

          2  

          3

          4    82

          5    70

          6    17

          7   150

          8   710

          9   111

          10 

          11  25

          12 

     

      b.

    index key

          1

          2  66

          3  

          4

          5    82

          6    70

          7    17

          8   150

          9     710

          10   111

          11 

          12

          13  25

     

      c.

    index key

          0

          1  66

          2  

          3

          4    82

          5    70

          6    17

          7   150

          8   111

          9   710

          10 

          11

          12  25

      d.

    index key

          0

          1  66

          2  

          3

          4    82

          5    70

          6    17

          7   150

          8   710

          9   111

          10 

          11

          12  25

     
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