1) Balanced the chemical equation
[tex]Fe+Br_2=FeBr_2[/tex]2) Convert grams into moles
[tex]\text{moles of Iron = }\frac{113.18\text{ grams of Iron}}{\square}\cdot\frac{1\text{ mole of Iron}}{55.8450\text{ grams of Iron}}=2.03\text{ moles of Iron}[/tex]3) How many moles of FeBr2 can be formed?
[tex]\text{moles of FeBr}_2=\frac{2.03\text{ moles of Fe}}{\square}\cdot\frac{1moleofFeBr_2}{1\text{ mole of Fe}}=2.03molesofFeBr_2[/tex]4) Mass of FeBr2 produced.
[tex]gramsofFeBr_2=\frac{2.03molesofFeBr_2}{\square}\cdot\frac{215.65gramsofFeBr_2}{1moleofFeBr_2}=437.77gramsofFeBr_2[/tex]If 113.18 grams of Iron react with an excess of Bromine gas, 437.77 grams of FeBr2 will produce.