Category:Rational numbers
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English: A rational number is any number that can be expressed as the quotient or fraction p/q of two integers, with the denominator q not equal to zero. Since q may be equal to 1, every integer is a rational number. This category represents all rational numbers, that is, those real numbers which can be represented in the form: ...where and are integers and is not equal to zero. All integers are rational, including zero.
number that can be expressed as the quotient of two integers | |||||
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| Instance of | type of number | ||||
| Subclass of | constructible number, real number | ||||
| Part of | set of rational numbers | ||||
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Subcategories
This category has the following 8 subcategories, out of 8 total.
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Media in category "Rational numbers"
The following 26 files are in this category, out of 26 total.
Algebra1 03 fig003 segmentounitario.svg 303 × 103; 14 KB
Algebra1 03 fig021 perretre.svg 71 × 24; 4 KB
Algebra1 03 fig022a rettafraz.svg 306 × 56; 21 KB
Algebra1 03 fig022b rettafraz.svg 316 × 46; 14 KB
Algebra1 fnz fig011 ret.svg 320 × 43; 19 KB
Algebra1 fnz fig012 ret.svg 320 × 24; 9 KB
Btree1.jpg 800 × 600; 190 KB
Decimal-fraction equivalents--v0006.png 3,217 × 1,767; 41 KB
Diagonal argument.svg 429 × 425; 77 KB
Divisione numero periodico.png 178 × 293; 8 KB
Dyadic rational.svg 612 × 351; 7 KB
HarmonicNumbers.svg 600 × 480; 8 KB
Just diatonic semitone on C.mid ; 206 bytes
Konstrukcja liczb wymiernych 1.svg 721 × 380; 53 KB
LosnmerosRacionales 198 4741.jpg 517 × 290; 70 KB
- Major second on C.mid ; 151 bytes
Nodahom2.gif 560 × 410; 4.7 MB
Nonuniform.png 1,250 × 1,250; 17 KB
Number-systems.svg 888 × 505; 617 bytes
Passeiodecantor1.png 1,126 × 845; 96 KB
Passeiodecantor2.png 1,151 × 864; 141 KB
Passeiodecantor3.png 983 × 710; 58 KB
Radionella tal.png 799 × 638; 79 KB
Rationals.png 447 × 276; 6 KB
Stereographic projection of rational points.svg 526 × 200; 137 KB
Ռացիոնալ թիվ.png 250 × 293; 49 KB
