Question

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

Answer 1

let's find the radical equivalent of 27^(2/3).

27^(2/3)

= √27^2

= 3^2

= 9

so your final answer is 9

Answer 2

really this 272/3 mean this in this way ?

Answer 3

He meant 27^2

Answer 4

27^(2/3) mean cube root of 27^2

\[\sqrt[3]{27^{2}} = ?\]

\[27 =3^{3}\]

Answer 5

hope these will help you

Answer 6

\[27^{\frac{ 2 }{ 3}} = \sqrt[3]{27^{2}}\]

Answer 7

this is the really problem posted ?

Answer 8

@b1az3

Answer 9

@pooja195

Answer 10

xio do you understand it now the way ?

Answer 11

Wot.