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Números reales e irracionales: propiedades y operaciones

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Números reales e irracionales: propiedades y operaciones

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Verdadero o falso: números reales e irracionales.

Created by

Raphael Zoquier
Raphael Zoquier
Dominican Republic

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Números reales e irracionales: propiedades y operaciones
 

Números reales e irracionales: propiedades y operacionesOnline version

Verdadero o falso: números reales e irracionales.

by Raphael Zoquier
1

√2 es irracional.

2

Entre dos números reales siempre existe otro número real.

3

La expansión decimal de un racional es finita o periódica.

4

El conjunto de números reales es un campo bajo las operaciones habituales.

5

Los números reales incluyen racionales e irracionales.

6

√5 + √2 es irracional.

7

El número π es irracional.

8

La suma de dos números reales es un número real.

9

El número e es irracional.

10

El cero es un número racional.

11

Los números reales son un conjunto completo (en sentido de Cauchy).

12

El producto de dos números reales es un número real.

13

La suma de un racional y un irracional puede ser racional.

14

Los racionales son densos en los reales.

15

La expansión decimal de un racional es siempre no periódica.

16

La raíz cúbica de 2 es irracional.

17

El producto de dos números irracionales siempre es irracional.

18

La raíz cuadrada de 9 es 3.

19

El logaritmo en base 10 de 1000 es 3.

20

Los enteros son subconjunto de los racionales.

 
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