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...to allow many other types of exponents, including [[negative integer]]s, [[rational number]]s, [[real number]]s, [[complex number]]s, and even [[matrix|matrices]], [[

...tity element is 1, since 1 × ''a'' = ''a'' × 1 = ''a'' for any rational number ''a''. The inverse of ''a'' is 1/''a'', since ''a'' × 1/''a'' = 1.

thus being the basis for fractions and [[rational number]]s.

...ability (mathematics)" is, of course, possible. (We say "natural number", "rational number" not "naturality" or "rationality", and it should not be "Continuity", but

*<math>\mathbb{Q}</math>, the set of [[rational number|rational numbers]]

...al function of <math>r</math> whenever <math>n</math> is an integer, and a rational number whenever <math>r</math> is rational.<ref>Assuming that no poles are encount

...mials. On the other hand, examples of non-polynomials and a discussion of rational number or irrational coefficients did not seem, to me, pressing to the introductio

...The traditional Japanese mathematicians did not discriminate between the [[rational number|rational]] and the [[irrational number|irrational]] numbers, since they did

...y on <math>(0,1),</math> and <math>B</math> the event "<math>X</math> is a rational number"; what about <math>P(X=1/n|B)?</math>

...> || <!--Contribution---> || <!--Updating?---> || "rationality" gets 500; "rational number" gets 1600<!--Notes--->

[[rational number]].

| [[Natural number]]s|| [[Whole number]]s|| [[Integer]]s || [[Rational number]]s || [[Real number]]s || [[Complex number]]s

### [[Rational number]]

## [[Rational number|Rational number]]

* Skipped because there is no checklist: [[Rational number]], [[Reagan Coalition]], [[Reflection in Eduation]], [[Reflection in Educat

| double-struck capital Q (for [[rational number]]s set)