POTENCIACIÓN DE NÚMEROS ENTEROS: presentación

10 Slides • 8 Questions

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POTENCIACIÓN DE NÚMEROS ENTEROS

MsC. Alejandra Pilco

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Multiple Choice

¿Cuál de las siguientes afirmaciones es INCORRECTA?

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Si la base es negativa y el exponente impar la potencia es negativa

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En Potencia de potencia, se mantiene la base y se suman los exponentes.

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Todo número elevado a cero es 1

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Si el exponente es negativo, se invierte la base y el exponente cambia a positivo

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Multiple Choice

Indica las potencia calculada correctamente:

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2³= 6

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(–2)⁴= –16

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-2⁴= 16

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[(–1)³]⁵= –1

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Multiple Choice

$\left[\left(2\right)^6\right]^0=2^{6^0}$

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V

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F

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Multiple Choice

$Al\ aplicar\ la\ propiedad\ de\ la\ potenciación\ en\ :\left(-5\right)^4\left(-5\right)^6\left(-5\right)$ me da:

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$\left(-5\right)^{10}$

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$\left(-5\right)^{24}$

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$\left(-5\right)^{11}$

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Multiple Choice

$\frac{\left(-23\right)^{34}}{\left(-23\right)^{31}}$ expresado como una sola potencia es igual a

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$\left(-23\right)^3$

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$\left(-23\right)^{65}$

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$\left(-23\right)$

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$\left(-23\right)^{30}$

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Multiple Choice

¿Cuál de las siguientes operaciones esta correcta?

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( 5²)³ = 5⁵

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5³ . 5⁴ = 25⁷

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( 5²)³ = 5⁶

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5³ + 5⁴ = 5⁷

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Multiple Choice

Calcula: $\left(2\times4\right)^3$

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24

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72

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216

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512

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Multiple Choice

\frac{2^8}{2^6}

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4

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8

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16

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POTENCIACIÓN DE NÚMEROS ENTEROS

MsC. Alejandra Pilco

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