Given the values $\{11,1,8,20,52,33,56,53,61,64\},$

using a hash function $h(k)=k\%11,$ and a table with

capacity $11,$ answer the following:

a$)$ Apply linear probing, show the resulting table after

inserting the values in the given order.

b$)$ Apply Quadratic probing, show the resulting table after

inserting the values in the given order.

c$)$ What is the load factor of your hash table from part $($b$)?$