Select the simplification that accurately explains the following statement\sqrt[4]{2} = {2}^{ (1)/(4) }

Question

select the simplification that accurately explains the following statement
`\sqrt[4]{2} = {2}^{ (1)/(4) }`

Answer 1

`\sqrt[4]{2}=2^{(1)/(4)}`

Option B

`\begin{gathered} 2^{(1)/(4)}=2^{(1)/(4)} \\ 2=(2^{(1)/(4)})^4=2^{(1)/(4)}\text{ }*2^{(1)/(4)}*2^{(1)/(4)}*2^{(1)/(4)}=2^{(1)/(4)+(1)/(4)\text{ +}(1)/(4)+(1)/(4)}=2^{(4)/(4)}=2^1=2 \end{gathered}`