use the power rule for exponents to simplfy the expression (-2x^3y^5)^5=

(-2x^3y^5)^5 = -32x^15y^25

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Asked 2/12/2013 9:55:52 AM

Updated 4/24/2014 11:49:49 PM

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(-2x^3y^5)^5 = -32x^15y^25

Added 4/24/2014 11:49:49 PM

This answer has been confirmed as correct and helpful.

Confirmed by jeifunk [4/25/2014 2:15:12 AM]

write the expression using a single exponent (3a)(3a) **Weegy:** (3a)(3a)written as a single exponent is 3a^2 (More)

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Expert Answered

Updated 9/3/2014 12:41:53 AM

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Write the expression using a single exponent (3a)(3a) **Weegy:** how may I help you? (More)

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Updated 4/10/2014 5:20:51 AM

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(3a)(3a) written as a single exponent is 3a^2

Added 3/31/2014 11:33:23 AM

This answer has been flagged as incorrect.

Flagged by yeswey [4/10/2014 5:21:17 AM]

use the power rule for exponents to simplify the expression (-2x^3y^5)^5= **Weegy:** (-2/3x)(3y)(-2x) simplified is 4y. The y-coefficient is 4, the x-coefficient is 0. (More)

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Updated 4/10/2014 7:50:35 AM

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