Cl2 + Br2 = 2 BrCl
moles of chlorine gas:
"n = \\frac {m}{MW} = \\frac {4.82 g}{71.0 g\/mole} =0.0679 moles"
moles of bromine monochloride:
"0.0679 \\cdot \\frac {2 mole} {1 mole}=0.136 moles"
theoretical mass of bromine monochloride:
"m= n \\cdot MW = 0.136 \\cdot 115.5 =15.7 g"
theoretical yield:
"E= \\frac {m (practical)} {m (theoretical)} \\cdot 100 \\% = \\frac {10.4 g} {15.7} \\cdot 100 \\% = 66.3 \\%"
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