2 Answers

Teddy Zeenny · Answer 1 · 2019-02-26T23:15:31+0000

In this case we have to simplify in order to find the correct expression.

Follow these steps and refer to the picture shown below to better understand the steps and to know how it was solved.

Step 1:
-Reduce the expression by cancelling the common factors

Step 2:
-Reduce the expression by cancelling the common factors

Step 3:
-Rewrite the expression

Step 4:
-Pull terms out from under the radical

Step 5:
-Simplify the expression

$Which expression is equivalent to \root(3)((10x^(5))/(54x^(8)))? Assume x>=0-example-1$

$Which expression is equivalent to \root(3)((10x^(5))/(54x^(8)))? Assume x>=0-example-2$

$Which expression is equivalent to \root(3)((10x^(5))/(54x^(8)))? Assume x>=0-example-3$

$Which expression is equivalent to \root(3)((10x^(5))/(54x^(8)))? Assume x>=0-example-4$

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