irrational number nell'Oxford Spanish Dictionary

Traduzioni di irrational number nel dizionario inglese»spagnolo

irrational [ingl am ɪ(r)ˈræʃ(ə)nəl, ingl brit ɪˈraʃ(ə)n(ə)l] AGG

I.number [ingl am ˈnəmbər, ingl brit ˈnʌmbə] SOST

2.1. number (for identification):

the England number 11 ingl brit
to do a number on sb ingl am sl
hacer pis/caca colloq
hacer del uno/del dos Mess Perù colloq, eufem
to do sth by the numbers ingl am
to have sb's number esp ingl am colloq

3.1. number C (amount, quantity):

II.number [ingl am ˈnəmbər, ingl brit ˈnʌmbə] VB vb trans

III.number [ingl am ˈnəmbər, ingl brit ˈnʌmbə] VB vb intr

irrational number nel dizionario PONS

Traduzioni di irrational number nel dizionario inglese»spagnolo

I.number [ˈnʌmbəʳ, ingl am -bɚ] SOST

Inglese americano

Esempi monolingue (non verificati dalla Redazione di PONS)

inglese
An infinite continued fraction representation for an irrational number is useful because its initial segments provide rational approximations to the number.
en.wikipedia.org
An irrational number is any real number that can not be expressed as a fraction "a" / "b", where "a" is an integer and "b" is a non-zero integer.
en.wikipedia.org
It can't be an algebraic irrational number like 2.
en.wikipedia.org
Being an irrational number, can not be expressed exactly as a common fraction, although fractions such as 22/7 and other rational numbers are commonly used to approximate.
en.wikipedia.org
An irrational number stays aperiodic (with an infinite number of non-repeating digits) in all integral bases.
en.wikipedia.org
Since the numerical value of an irrational number can not be stored exactly in a computer, an approximation of the incommensurate frequencies by all rational numbers is required in implementation.
en.wikipedia.org
An irrational number is any number that can not be expressed as a ratio of two integers.
en.wikipedia.org
Informally, this means that an irrational number can not be represented as a simple fraction.
en.wikipedia.org
An irrational number is badly approximable if and only if the partial quotients of its continued fraction are bounded.
en.wikipedia.org
However, considered as a sequence of real numbers, it does converge to the irrational number.
en.wikipedia.org

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