Find the radical equivalent of 272/3 and compute it?

Question

asked Jun 20, 2017 23.3k views

1 Answer

Ekama Emmanuel Uloho · Answer 1 · 2017-06-24T04:31:02+0000

Answer: The radical equivalent of
$27^{(2)/(3)}\\$ is 9.

Explanation:

Since we have given that

$27^{(2)/(3)}\\$

We need to find the radical equivalent.

so, we will use the "Exponential law":

$(a^m)^{(1)/(n)}=a^{(m)/(n)}$

so, it becomes,

$27^(2)/(3)\\\\=(3^3)^(2)/(3)\\\\=(3^(3)/(3))^2\\\\=3^2\\\\=9$

Hence, The radical equivalent of
$27^{(2)/(3)}\\$ is 9.