\(\text{What is}\sqrt[\frac{1}{5}]{3}\space? \text{Is it }3^5\space?\)
\(\sqrt[1/5]{3} = 3^{\frac{1}{\frac{1}{5}}} = 3^5 , \)Am I right?
I don't have any thought , do you have any hint , 'cause you said you realized it is easy
\(\sqrt[n]{3}=3^{\frac{1}{n}}\)
I think it is. :D
Anyone online!! Is it right?
In general: x^(a/b) =bth root of x^a.E.G. 4^(3/5) =5th root of 4^3=64^(1/5)
I understood this but I just realized that \(\sqrt[\frac{1}{n}]{a^m}=a^{mn}\)
I have never seen a root written like that before but I would say that you are both correct :)
