First, we have that 2 is an integer, then, 2 belongs to the set of integers (this also works for the whole numbers)
Also, we can write 2 like this:
![2=(2)/(1)](https://img.qammunity.org/2023/formulas/mathematics/high-school/x32kbwbutp5s2ukeo8lzn1hikvzqk1ashr.png)
we can write it as a fraction of two integers (2 on the numerator and 1 on the denominator), then, 2 also belongs to the set of rational numbers.
Since 2 is positive, it also belongs to the natural numbers.
Finally, since the real numbers include all the rational, irrational and integers (positive and negative), we have that 2 also belongs to the real numbers.
Therefore, 2 belongs to the set of:
-integers
-natural numbers
-whole numbers
-rational numbers
-real numbers