Question

What is the cube root of 8x^27

Answer 1

I think the cube root is x^3

Answer 2

To find the cube root of an expression, we need to first simplify it and then use the cube root operation to obtain the answer.

8x^27

= 8[(x^3)^9]

= 8x^9 (using the property of exponentiation)

Now, we can take the cube root on both sides of the equation.

∛(8x^9)

= x^3 (using the cube root operation)

There you have it! The cube root of 8x^27 is equal to x^3