Question: If h ( x ) = xmod 7 ( i . e . the hash table has 7 rows ) and separate chaining resolves collisions,

If h(x)=xmod7(i.e. the hash table has 7 rows) and separate chaining resolves collisions,
what does the hash table look like after all the following insertions occur: 5,8,10,24,15,
32,17,14,19,38,7,23? Assume that each node item contains only a search key for its
data.
Draw the FINAL representation of the hash table clearly - if I can't understand them then
you lose points.
If h(x)=xmod7(i.e. the hash table has 7 rows) and separate chaining

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