Irrational Numbers

Any real number that cannot be written in fraction form is an irrational number. .

The most famous of them is (π = 3.14159265358..., 2, etc.). Let us discuss some facts regarding irrational numbers:

1) Any square root that is not a perfect root.

For example

Irrational numbers have some characteristics, like:

2)They don't include integers or fractions, but they can have a decimal value that is not repeating itself.

Example

3) They are endless non-repeating, and non reoccurring digits located to the right of the decimal point.

Example,

√3 1.7320508075688772935274463415059...