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Ecuaciones e inecuaciones; factoriales y logaritmos (si o no)

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Ecuaciones e inecuaciones; factoriales y logaritmos (si o no)

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V/F: ecuaciones y logaritmos. Responda cada prengunta en 30 seg.

Created by

Wilfredo Flores Sutta
Wilfredo Flores Sutta
Peru

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Ecuaciones e inecuaciones; factoriales y logaritmos (si o no)
 

Ecuaciones e inecuaciones; factoriales y logaritmos (si o no)Online version

V/F: ecuaciones y logaritmos. Responda cada prengunta en 30 seg.

by Wilfredo Flores Sutta
1

La solución de x^2 - 4x = 5 es x = 2.

2

Existen 20 maneras se puede formar una comisión de 3 integrantes con 6 personas

3

Log(100)+Log(1000) =5

4

Si a 3<6 multiplicamos por -1, resulta -3 < -6

5

3! +2! =8

6

El logaritmo en base 10 de 1000 es 3.

7

Si el doble de la edad de Pedro es 50; entonces Pedro no tiene 25

8

es un intervalo abierto

9

Toda ecuación de primer grado tiene exactamente una solución.

10

4!+3!+2! = 9

11

Al multiplicar ambos lados de una inecuación por un número negativo, la dirección de la desigualdad NO debe invertirse.

12

Un intervalo abierto es [a, b].

13

Al multiplicar ambos lados de una inecuación por un número negativo, la dirección de la desigualdad debe invertirse.

14

La inecuación 3x - 7 ≤ 2 tiene como solución x ≤ 3.

15

Un intervalo cerrado [a, b] contiene a sus extremos.

16

6 pertenece al intervalo <2 ; 6]

17

La forma general de una ecuación de segundo grado es ax2+bx+c=0 donde a=0

18

La ecuación x^2 - 5x + 6 = 0 tiene soluciones x = 2 y x = 3.

19

- 5 < -4

20

Si 2x+3>0, entonces x>3/2.

21

Si sumas el mismo número a ambos lados de una inecuación, la dirección de la desigualdad no cambia.

22

(2026! +2025!) / 2025! =2026

23

2 pertenece al intervalo <2 ; 6>

24

El factorial está definido para números reales.

25

El factorial de n se define para n entero no negativo.

 
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