How many moles of nitrogen are in 72.0 g of nitrous oxide n20
Solution:
The molar mass of nitrous oxide (N2O) is 44.013 g/mol
Therefore,
Moles of N2O = (72.0 g N2O) × (1 mol N2O / 44.013 g N2O) = 1.6359 mol N2O
N2O → 2N
According to stoichiometry:
1 mol of N2O contains 2 mol of N
Thus, 1.6359 mol N2O contain:
(1.6359 mol N2O) × (2 mol N / 1 mol N2O) = 3.2718 mol N = 3.27 mol N
Moles of N = 3.27 mol
Answer: 3.27 moles of nitrogen (N)
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