Sulphur exist in different allotropic forms like S2, S6 and S8 etc. If equal moles of these three forms are taken in separate containers, then the ratio of number of atoms present in them respectively is
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Sulphur exist in different allotropic forms like $S_{2}, S_{6}$ and $S_{8}$ etc. If equal moles of these three forms are taken in separate containers, then the ratio of number of atoms present in them respectively is:

(A) $1: 3: 4$

(B) $1: 1: 1$

(C) $12: 4: 3$

(D) $4: 3: 1$

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Solution —

S2 S6 S8
Mole n n n
Molecule n × NA n × NA n × N​​​​​A ​​​​​​
Atoms n × NA ×2 n × N× 6 n × NA × 8

Therefore, Ratio of atoms of S = 2 : 6 : 8 = 1 : 3 : 4

So, The correct option of this question is (A)

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