How do you write the expression #2^(1/6)# in radical form?
When we're looking at an exponent that is a fraction, the top number is the "Nth" power (squared, cubed, etc) and the bottom number is the Nth root (square root, cube root, etc).
Our question has a 1 as the numerator, and so no special power. The denominator is a 6, so it's the 6th root. We write that as:
To convert it into the radical form, we use this
Hope this answer helps!..