Normality of oxalate as an acid = \(\frac{18 \times 0.1}{25} = 0.072\)
\(\therefore\) Eq. weight as an acid = \(\frac{6.1}{0.072} = 84.72\)
Normality of oxalate as a reducing agent = \(\frac{24 \times 0.1}{25} = 0.096\)
\(\therefore\) Eq. weight as a reducing agent = \(\frac{6.1}{0.096}\) = 63.54
Now we can write
\(\frac{\text{Molecular weight}}b = 84.72\) and \(\frac{\text{Mol. wt.}}{2c} = 63.54\)
b = 1.5c but (a + b) = 2c
\(\therefore\) a, b and c are in ratio of 1 : 3 : 2
or a = 1, b = 3 and c = 2
\(\therefore\) Mol. wt. of oxalate = 84.72 x 3 = 254
and 39a + b + 88c + 18n = 254
18n = 36
n = 2