Traducción y análisis de palabras por inteligencia artificial ChatGPT
En esta página puede obtener un análisis detallado de una palabra o frase, producido utilizando la mejor tecnología de inteligencia artificial hasta la fecha:
cómo se usa la palabra
frecuencia de uso
se utiliza con más frecuencia en el habla oral o escrita
opciones de traducción
ejemplos de uso (varias frases con traducción)
etimología
Traducción de texto mediante inteligencia artificial
Ingrese cualquier texto. La traducción se realizará mediante tecnología de inteligencia artificial.
Mejore el texto que escribió en un idioma extranjero
Esta herramienta le permite refinar el texto que redactó en un idioma no nativo.
También produce excelentes resultados al procesar textos traducidos por inteligencia artificial.
Crear un resumen del texto
Esta herramienta permite crear un resumen del texto en cualquier idioma.
Ampliar texto
Ingrese un pequeño fragmento de texto y la inteligencia artificial lo ampliará.
Generar voz a partir de texto
Ingrese cualquier texto. La voz será generada por inteligencia artificial.
Idiomas disponibles
Inglés
Conjugación de verbos con la ayuda de la inteligencia artificial ChatGPT
Ingrese un verbo en cualquier idioma. El sistema generará una tabla de conjugación del verbo en todos los tiempos posibles.
Solicitud de formato libre a ChatGPT de inteligencia artificial
Ingrese cualquier pregunta de forma libre en cualquier idioma.
Puede introducir consultas detalladas que constan de varias frases. Por ejemplo:
Brinde la mayor cantidad de información posible sobre la historia de la domesticación de los gatos domésticos. ¿Cómo fue que en España se empezó a domesticar gatos? ¿Qué personajes históricos famosos de la historia española son dueños de gatos domésticos? El papel de los gatos en la sociedad española moderna.
Real numbers; Real Numbers; Bounded real-valued data; Real number field; Real (numbers); ℝ; Field of reals; Axiomatic real number; Complete ordered field; The complete ordered field; Reall numbers; Real number system; Real (number); Real Number System; Set of real numbers; R (math); R (maths)
πραγματικός αριθμός
home market
SUBSET OF LAND THAT HAS BEEN LEGALLY DEFINED AND THE IMPROVEMENTS TO IT MADE BY HUMAN EFFORTS
Real Estate; Real-estate; Luxury real estate; For lease; Realestate; Homes for sale; Real estate lawyer; Real estate listings; Real estate law; Piece of the rock; A piece of the rock; Luxury home; Luxury Home; Real estate syndication; Houses for sale; Real estate finance; Real Estate Finance; Real Estate law; Real estate company; Luxury property; Luxury properties; Home market; Real-estate company; Real estate listing; Real estate firm; History of real estate
εγχώρια αγορά
telephone number
UNIQUE SEQUENCE OF DIGITS ASSIGNED TO A TELEPHONE SUBSCRIPTION
Telephone numbers; Phone number; Phone numbers; Directory number; Cellphone number; Phone Number; Tel. Nos.; Mobile device number; Mobile telephone number; Mobile directory number; Mobile dialable number; Phone Numbers
τηλέφωνο
Definición
real number
<mathematics> One of the infinitely divisible range of values
between positive and negative infinity, used to represent
continuous physical quantities such as distance, time and
temperature.
Between any two real numbers there are infinitely many more
real numbers. The integers ("counting numbers") are real
numbers with no fractional part and real numbers ("measuring
numbers") are complex numbers with no imaginary part. Real
numbers can be divided into rational numbers and {irrational
numbers}.
Real numbers are usually represented (approximately) by
computers as floating point numbers.
Strictly, real numbers are the equivalence classes of the
Cauchy sequences of rationals under the {equivalence
relation} "real number", where a real number b if and only if a-b is Cauchy with
limit 0.
The real numbers are the minimal topologically closedfield containing the rational field.
A sequence, r, of rationals (i.e. a function, r, from the
natural numbers to the rationals) is said to be Cauchy
precisely if, for any tolerance delta there is a size, N,
beyond which: for any n, m exceeding N,
| r[n] - r[m] | < delta
A Cauchy sequence, r, has limit x precisely if, for any
tolerance delta there is a size, N, beyond which: for any n
exceeding N,
| r[n] - x | < delta
(i.e. r would remain Cauchy if any of its elements, no matter
how late, were replaced by x).
It is possible to perform addition on the reals, because the
equivalence class of a sum of two sequences can be shown to be
the equivalence class of the sum of any two sequences
equivalent to the given originals: ie, areal numberb and creal numberd implies
a+creal numberb+d; likewise a.creal numberb.d so we can perform multiplication.
Indeed, there is a natural embedding of the rationals in the
reals (via, for any rational, the sequence which takes no
other value than that rational) which suffices, when extended
via continuity, to import most of the algebraic properties of
the rationals to the reals.
(1997-03-12)
In mathematics, a real number is a value of a continuous quantity that can represent a distance along a line (or alternatively, a quantity that can be represented as an infinite decimal expansion). The adjective real in this context was introduced in the 17th century by René Descartes, who distinguished between real and imaginary roots of polynomials.