Q4. Let I be a table of size 5. Given is the hash function division, defined as the modulus of a key by the table size. For example, Key = 201410234: Function division example 201410234 % 5 = 4 1. Use the above hash function and any collision resolution to fill in the following keys in table T: 201110111 201120231 201420006 201310236 201610451 2. What are steps do the hash algorithm perform to find the index of the value 201610451 on the hash table T? key 201110111 Key % 5 201120231 1 201420004 4 201310237 201610451 T: 1 3 4

Computer Networking: A Top-Down Approach (7th Edition)
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Hash  function 

Q4. Let T be a table of size 5. Given is the hash function division, defined as the modulus
of a key by the table size. For example, Key = 201410234:
%3D
Function
division
example
201410234 % 5=4
1. Use the above hash function and any collision resolution to fill in the following
keys in table T:
201110111
201120231
201420006
201310236
201610451
2. What are steps do the hash algorithm perform to find the index of the value
201610451 on the hash table T?
Key % 5
key
201110111
201120231
1
1
201420004
201310237
201610451
4
2
T:
3
4
Transcribed Image Text:Q4. Let T be a table of size 5. Given is the hash function division, defined as the modulus of a key by the table size. For example, Key = 201410234: %3D Function division example 201410234 % 5=4 1. Use the above hash function and any collision resolution to fill in the following keys in table T: 201110111 201120231 201420006 201310236 201610451 2. What are steps do the hash algorithm perform to find the index of the value 201610451 on the hash table T? Key % 5 key 201110111 201120231 1 1 201420004 201310237 201610451 4 2 T: 3 4
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