Keys 44, 45, 79, 55, 91, 18 are inserted into a hash table indexed from 0 to 6. If a hash function defined as h(key)= key mod 7, with linear probing, what will be the location of key 79?

Given a hash table of size M=10 and a linear probing method, following are the contents of the hash table: [-1, 41, 71, -1, 64, 75, 84, -1, 88, 9]. -1 indicates slot is empty. Use the standard hash function: h(x)=x%M Match the index on the left with the value on the right for the hash table after the following operations are carried out in the given order: delete(88) delete(41) delete(44) insert(108) insert(71)

Use linear probing to place the following values in the hash table. H(key) = key % 6 Values: 13, 21, 7,8 1 4 2. 3.