The combustion of ammonia in the presence of excess oxygen yields NO2 and H2O:
4NH3(g)--4NO2(g)6H2O(g)
Determine the mass in grams of NO2 when 43.9g of NH3 was used.
4NH3→4NO2+6H2O4NH_3\to 4NO_2+6H_2O4NH3→4NO2+6H2O
moles of ammonia=massRMM=43.917=2.582=\frac{mass}{RMM}=\frac{43.9}{17}=2.582=RMMmass=1743.9=2.582
mole ration NH3:NO2=1:1NH_3:NO_2=1:1NH3:NO2=1:1
moles of NO2=2.582NO_2=2.582NO2=2.582
Mass of NO2=number of moles×RMM=2.582×(14+16+16)=118.772gNO_2=number \space of \space moles \times RMM=2.582\times (14+16+16)=118.772gNO2=number of moles×RMM=2.582×(14+16+16)=118.772g
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