Irrational number
From RationalWiki
In mathematics an irrational number is any real number that cannot be expressed as the ratio of two integers (e.g. x/y).
The following are well-known irrational numbers:
Note: Although this alphabetic series continues, the term Phyllis while not a number, is still regarded as irrational.
[edit] See also
One Rational wikian's take on why it matters
| Mathematics Articles on RationalWiki | ||
|---|---|---|
| - Calculus - Complex numbers - Conservapedian mathematics - Probability (Conservapedia) - Fermat's last theorem - Fibonacci sequence - 40gon (Fun) - Phli (fun) - Golden Ratio - Gödel's incompleteness theorems - Mathematics - Metric system - Pentagon - Pyramid - Recursion - Rene Descartes - Statistics - TeX - Zero - | ||
