Answer:
(∛4)^4
Step-by-step explanation:
Okay so the way I think of these problems is by picturing the most basic form: x^1/2. X can be any number or variable. x^1/2 just means the square root of two. Therefore, the number in the denominator of the fraction signifies what root of the constant or variable is being taken. So just like x^1/2 is the square root of three, x^1/3 would be the cube root of three. So lets start there
∛4
Cool! But there's an exponent missing still. We have to treat this exponent like any other exponent we have seen, and take the whole quantity to that power:
(∛4)^4
There you go!
