Answer:
54\%
Explanation:
Hello,
In this case, the first step is to identify the limiting reagent by considering the shown below procedure in terms of the reacting sulfur:
[tex]n_S^{available}=1.0gS*\frac{1molS}{32gS}=0.03125molS\\ n_S^{consumed\ by\ O_2}=1.0gO_2*\frac{1molO_2}{36gO_2}*\frac{2molS}{3molO_2} =0.0185molS[/tex]
Thus, since 1.0 g of oxygen would consume 0.0185 mole of sulfur and there are 0.03125 mole available, oxygen is the limiting reagent, in such a way, the theoretical yield turns out:
[tex]m_{SO_3}^{theoretical}=0.0185molS*\frac{2molSO_3}{2molS}*\frac{80gSO_3}{1molSO_3}=1.48gSO_3[/tex]
Finally, the percent yield:
[tex]\% Y=\frac{0.80g}{1.48g}*100\%=54\%[/tex]
Best regards.