The first step is to take the given percents as if they were masses.
It means, we are going to use 62.2g of Fe, 35.6g of O and 2.2g of H.
Convert the given mass to moles using the corresponding molecular mass:
![\begin{gathered} 62.2gFe\cdot(molFe)/(55.8g)=1.11molFe \\ 35.6gO\cdot(molO)/(32g)=1.11molO \\ 2.2gH\cdot(molH)/(1g)=2.2molH \end{gathered}](https://img.qammunity.org/2023/formulas/chemistry/college/x7pwhdl2h4v5ghchxfmatmcobbrxggl7xo.png)
Now, divide every result by the smallest result of them, it means divide each result by 1.11:
![\begin{gathered} (1.11molFe)/(1.11mol)=1 \\ (1.11molO)/(1.11mol)=1 \\ (2.2molH)/(1.11mol)=2 \end{gathered}](https://img.qammunity.org/2023/formulas/chemistry/college/8ghujransuy0fu3v3miqiqt4vilbzaejuv.png)
The obtained quotients will be the subscripts for each element in the empirical formula. It means that the empirical formula:
![FeOH_2](https://img.qammunity.org/2023/formulas/chemistry/college/q4u7dkh9hzgr2f9s3n3dhtbd9mudbresg5.png)