SOLUTION: IN response to the answer give for Question 201790 This problem is actually cube root form written as sqrt (x)^1/3. The ^1/3 means that each square root has a cube root. If you

Question 201810: IN response to the answer give for Question 201790
This problem is actually cube root form written as sqrt (x)^1/3. The ^1/3 means that each square root has a cube root. If you could please help me again with this problem.
Cube root sqrt (x) (cube root sqrt (3x^2) - cube root sqrt (81x^2))
Answer by jim_thompson5910(35256) (Show Source): You can put this solution on YOUR website!
note: you can say "root(3,x)" to mean . Or you can simply say "the cube root of 2" to mean

Start with the given expression.

Distribute

Combine the roots using the identity

Multiply

Factor 81 into 27*3. Note: one factor must be a perfect cube.

Break up the roots.

Evaluate the cube root of 27 to get 3.

Evaluate the cube root of to get "x".

Rearrange the terms and multiply

Factor out the GCF

Combine like terms.

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Answer:

So
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