use the rational exponent property to write an equivalent expression for the fifth root of n^4+3 minus twelve
To write an equivalent expression for the fifth root of n^4 + 3 minus twelve, we can use the rational exponent property, which states that the nth root of a number can be written as that number raised to the power of 1/n.
Using this property, we can rewrite the fifth root of n^4 + 3 as (n^4 + 3)^(1/5). Now, we subtract twelve from this expression:
Expression: (n^4 + 3)^(1/5) - 12