Question

Aplicar las propiedad de la potenciacion para simplificar las siguientes expresiones.


1. (y^4)^5 x (-5)^2 x (-5)

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y^2 x [(5)^3]^0

2. Z^4 x (-y)^6 x 2^5 x (-y)^5

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Z^3 x (-y)^5 x Z^2 x (-y)^3

3. t^4 x (-y)^5 x t^2 x (-y)^3

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t^3 x (-y)^5 x t^2 x (-y)^3

4. a^3 x (-b)^5 x c^7 x (-d)^8

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(-b)^3 x c^7 x a^3 x (-d)^7

Necesito ayuda porfavor

Answer 1

Respuesta:

[(9/8×z^(-3)×y^2×2/3×z^(-5) )*(4/6×x^6×y^(-5)×9/2×x^0 )]^2

[(9/8 z^(-3) y^2×2/3 z^(-5) )*(4/6 x^6 y^(-5)×9/2)]^2

[(9/8 z^(-3) y^2×2/3 z^(-5) )*(36/12 x^6 y^(-5))]^2

Aplicando propiedad distributiva:

[18/8 x^6 y^2 y^-5 z^-3 * 6/3x^6 y^-5 z^-5]^2

[(9/4 x^6 y^2 y^-5 z^-3 * 2/1x^6 y^-5 z^-5]^2

Multiplicando:

[18/4 x^12 y^2 y^-10 z^-8]^2

[18/4 x^12 y^2 / y^10 z^8]^2

[9/2 x^12 y^2 / y^10 z^8]^2

81/4x^24y^4 / y^20 z^16

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