Question

What subset is the square root of 113

Answer 1

Irrational numbers.
If you find square root of 113 on ur calculator you''ll see it is 10,63014581 but the decimal fraction goes on without bounds.

Answer 2

`\sqrt113` is an irrational number.

Explanation:

`\sqrt113`

When we find the decimal expansion of
`\sqrt113`, we find that it is non terminating. In other words we can say that the expansion does not stop or cease to end.

Thus, it can be said
`\sqrt113` cannot be written in the form, of a fraction
`(x)/(y)`.

Thus,
`\sqrt113` is an irrational number.

Thus,
`\sqrt113` is an irrational number lies in the subset of irrationa numbers.