How do you write #33^(7/8)# exponential expression in radical form?

1 Answer
Dan
Jan 27, 2016

#root(8)(33)^7#

Explanation:

In the exponential, you can view the denominator as your root, and your numerator will stay exponential. for example, if your equation is #x^(1/2)#, that is the same as saying #sqrt(x)^1#. So when our denominator is 8 in our exponential, we take the root of 8, while the numerator stays as an exponential, giving us #root(8)(33)^7#

Related questions
See all questions in Fractional Exponents
Impact of this question
1266 views around the world
You can reuse this answer
Creative Commons License