Question

What does the term "of `1^(3/7)`" mean for my answer?

Solve: `2^(1/3)+4/5` of `1^(3/7)`

Answer 1

According to law of exponents, `a^(m/n) rArr root(n)(a^m)`
But, since `1^(m/n)` (or any other power for that matter)`rArr 1`
and "of `x`" `rArr` part of `x`
Our question becomes,
`2^(1/3)+4/5 xx 1`
`root(3)2+4/5`

That's it,
Hope this helps :)