Final answer:
To write the expression (6x)^(4/7) + (4y)^(2/5) with radicals, we can raise each base to the corresponding power.
Step-by-step explanation:
To write the expression (6x)^(4/7) + (4y)^(2/5) with radicals, we can raise each base to the corresponding power within the parentheses.
Using the formula (a^m)^n = a^(m*n), we have:
(6x)^(4/7) = 6^(4/7) * x^(4/7)
(4y)^(2/5) = 4^(2/5) * y^(2/5)
Combining the two expressions, the simplified expression is:
6^(4/7) * x^(4/7) + 4^(2/5) * y^(2/5)