Chemical Engineering - Stoichiometry - Discussion

Discussion Forum : Stoichiometry - Section 5 (Q.No. 6)
6.
80 kg of Na2SO4 (molecular weight = 142) is present in 330 kg of an aqueous solution. The solution is cooled such that. 80 kg of Na2SO4 .10H2O crystals separate out. The weight fraction of Na2SO4 in the remaining solution is
0.00
0.18
0.24
1.00
Answer: Option
Explanation:
No answer description is available. Let's discuss.
Discussion:
2 comments Page 1 of 1.

Salman said:   5 years ago
Percentage of Na2SO4 in Na2So4.10 H2O = 142/(142+180).
So in 80 kg it is 80*(142/(322) = 35.
Therefore Na2SO4 is 80-35 = 44.
So percentage remaining is 44/330-80) = 0.18.
(3)

TANMAY SHAH said:   2 years ago
Firstly 80 kg of Na2So4 are present in an aqueous solution & the total weight of the solution is 330 kg.
After cooling Na2So4.10H2O crystals are separated whose total weight is 80 kg.

Now,
Molecular weight of
Na2So4.10H2O = 142 + 10(18) = 322

Now calculate the amount of Na2So4 in separated crystals.
322 kg Na2So4.10H2O = 142 kg Na2So4
80 kg Na2So4.10H2O = ?

So, we get 35.28 kg of Na2So4 which is present in separated crystals.

Now originally 80 kg of Na2So4 are present.
So, Na2So4 available in the remaining solution;
= 80 - 35.28 = 44.72 kg.

Now finally the weight fraction of Na2So4 in the remaining solution
=weight of Na2So4 in sol / Total weight of sol.
= 44.72/[ 330 - 80 ]
= 0.179 approx. 0.18.
(1)

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