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Question

Chemistry Question on Stoichiometry and Stoichiometric Calculations

The amount of H2SH_{2}S , required to precipitate 1.69g.BaS1.69\,g.\, BaS from BaCl2BaCl_{2} solution is:

A

3.4 g

B

0.34 g

C

0.34 g

D

0.17 g

Answer

0.34 g

Explanation

Solution

BaCl2+H2S(2+32=34)BaS(137+32=169)+2HCl\underset{(2 + 32 =34)}{BaCl _{2}+ H _{2} S} \rightarrow \underset{(137 + 32 =169)}{BaS} \downarrow+2 HCl 169gBaS \because 169\, g BaS is obtained 34gH2S34\, g \cdot H _{2} S 1.69gBaS\therefore 1.69\,g\,BaS will be obtained by =34×1.69169=0.34gH2S=\frac{34 \times 1.69}{169}=0.34\, g\, H _{2} S