express using radical notation: (6ab)^4/3
This is what I have so far this be ^3sqrt6ab
all to the cube root of the fourth power?
6ab cuberoot(6ab)
okay, thanks
To express the expression (6ab)^(4/3) using radical notation, you can follow these steps:
Step 1: Break down the exponent
The exponent 4/3 can be written as a cube root (denominator) followed by a power of 4 (numerator).
Step 2: Rewrite the expression with the radical notation
Now, we can rewrite (6ab)^(4/3) as a cube root with a power of 4:
(6ab)^(4/3) = (cube root of (6ab))^4
Step 3: Simplify if possible
If there are perfect cube factors inside the parentheses, simplify them. In this case, there are no perfect cube factors.
So, the final expression, using radical notation, is:
(cube root of (6ab))^4