Question

I Need Help With This Math Question badly

Answer 1

`3^{(1)/(6) }`

Explanation:

Using the rules of exponents

`(a^(m) )/(a^(n) )` =
`a^((m-n))`

`(a^m)^(n)` =
`a^(mn)`

Evaluating the parenthesis, gives

`\frac{3^{(3)/(4) } }{3^{(3)/(8) } }` =
`3^{(3)/(4)-(3)/(8) }` =
`3^{(3)/(8) }` , then

`(3^{(3)/(8))^{(4)/(9) } }` →
`(3)/(8)` ×
`(4)/(9)` =
`(1)/(6)`

=
`3^{(1)/(6) }` with x =
`(1)/(6)`