Aqueous sulfuric acid H
2
SO
4
reacts with solid sodium hydroxide NaOH
to produce aqueous sodium sulfate Na
2
SO
4
and liquid water H
2
O
. If 10.6
g
of sodium sulfate is produced from the reaction of 8.8
g
of sulfuric acid and 9.1
g
of sodium hydroxide, calculate the percent yield of sodium sulfate.
Round your answer to 2
significant figures.
The equation is below:
H2SO4(aq) + 2NaOH(s) --> Na2SO4(aq) + 2H2O(l).
The limiting reactant should be determined first.
"n(H_2SO_4)=8.8\\ g\\times\\frac{1\\ mol}{98.08\\ g}=0.08972\\ mol"
"n(NaOH)=9.1\\ g\\times\\frac{1\\ mol}{40.00\\ g}=0.2275\\ mol"
According to the equation, NaOH and H2SO4 react in 2:1 molar ratio.
"\\frac{0.2275}{0.08972}>2", hence H2SO4 is the limiting reactant.
Now the theoretical yield of Na2SO4 can be calculated:
"Theoretical\\ yield\\ (Na_2SO_4)=0.08972\\ mol(H_2SO_4)\\times\\frac{1\\ mol(Na_2SO_4)}{1\\ mol(H_2SO_4)}\\times\\frac{142.04\\ g(Na_2SO_4)}{1\\ mol(Na_2SO_4)}=12.74\\ g"
"\\%\\ yield=\\frac{actual\\ yield}{theoretical\\ yield}\\times100\\%=\\frac{10.6\\ g}{12.74\\ g}\\times100\\%=83\\%"
Answer: 83%
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