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Leyes de signos y exponentes

Froggy Jumps

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Desafío rápido de leyes de exponentes

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Mexico

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Leyes de signos y exponentes
 

Froggy Jumps

Leyes de signos y exponentesOnline version

Desafío rápido de leyes de exponentes

by Ricardo Ignacio Herandez Gonzalez
1

¿Qué signo resulta del producto de dos números con signos opuestos?

2

Si a ≠ 0, ¿qué representa a^(-n)?

3

¿Qué dice (ab)^n = ?

4

¿Cómo se simplifica (a/b)^n?

5

Propiedad de sumas de exponentes: a^m * a^n = ?

6

División de potencias con la misma base: a^m / a^n = ?

7

Elemento neutro de la multiplicación: a^0 = ?

8

Si n es par, (-a)^n = ?

9

Regla de potencia de potencias: (a^m)^n = ?

10

¿Cuál es (-1)^k si k es impar?

11

¿Qué resulta de (x^3)(x^2)?

12

¿(a^4)/(a^2) da...

13

Si a ≠ 0, ¿a^-3 equivale a...

14

¿(a^2)^5 se simplifica como?

15

¿(ab)^3 = ?

16

¿(x^7)/(x^3) = ?

17

¿x^0 = ?

18

¿(-x)^2 es igual a?

19

¿(-x)^3 es igual a?

20

¿(-a)(-b) = ?

21

¿(x^2)(y^2) se escribe como?

22

¿(a/b)^2 = ?

23

¿(−2)^4 = ?

24

Si m es par, (−1)^m = ?

25

¿(a^m)(a^n) = a^(m+n) ?

26

¿(a^m)/(b^m) = (a/b)^m solo si...

27

¿(−x^2) es igual a?

28

¿Qué cosa es (a^1/2)^3?

29

¿Si (a^3)(b^3)=? con a=b, resulta:

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