Question #55f38

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Question #55f38

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Answer 1 · 2017-10-15T23:27:00

The answer should be $15625 x^{12}$ $15625x^12$ , if the problem is written correctly.

Explanation:

${(25 x^{4})}^{3}$ $(25x^4)^3$ is not a radical expression, but rather a simple problem involving powers.

To solve, simply apply the third power to the 25 and $x^{4}$ $x^4$ , noting that when a variable is raised to one power and and then another, the powers are multiplied. Since it is ${(x^{4})}^{3}$ $(x^4)^3$ , you multiply 4 by 3 to get the power 12.

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Question #55f38

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