Calculation of empirical formula
% of N = 53.8%, % of C = 100 53.8 = 46·2%
Moles of N = \(\frac{53.8}{14} = 3.85\)
Moles of C = \(\frac{46.2}{12} = 3.85\)
Moles of C : Moles of N
3.85 moles : 3.85 mole
1 mole : 1 mole
1 atom : 1 atom
Empirical formula of the compound = CN
Calculation of molecular formula
Mol. wt. of compound = 2 x V.D. = 2 x 25.8 = 51.6
Whole No. ratio, n = \(\frac{\text{Mol. wt.}}{\text{Empirical formula wt.}}\)
\(= \frac{51.6}{12 + 14}\)
\(= \frac{51.6}{26}\)
\(= 2\)
\(\therefore \) Molecular formula = (Empirical formula)n = (CN)2 = C2N2
Hence the molecular formula of the compound is C2N2.