## Most recent change of IrrationalNumber

Edit made on May 12, 2019 by ColinWright at 10:34:13

Deleted text in red / Inserted text in green

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HEADERS_END
An Irrational Number is one that cannot be expressed as a ratio.
An Irrational Number is one that cannot be expressed as a ratio of integers.

For example, 3/5 is clearly a rational number, because it's a ratio.
For example, 3/5 is clearly a rational number, because it's a ratio of integers.
However, root two is irrational.

Other examples of irrational numbers are EQN:\pi,{\quad}e, (which are transcendental numbers)
and the Golden Ratio EQN:\phi (which is an algebraic number).
Other examples of irrational numbers are $\pi$, $e$, (which are transcendental numbers)
and the Golden Ratio $\phi$ (which is an algebraic number).