Constructing a venn diagram to describe relationships between sets of rational numbers

Question

There are rational numbers that are not integers

Answer 1

Yes,

All integers are rationals because they can be written as a fraction N/1 where N is the integer.

The converse, or opposite is NOT true. Not all rationals are integers.

For example, 2/3, 1/2, and 12/5. Surely you can think of many , many more...

So the Venn diagram. the circle for INTEGERS shall be ENTIRELY INSIDE

the circle for RATIONALS.