0.5 g of fuming H2SO4 is diluted with water. This solution is completely neutralised by 26.7 mL of 0.4N NaOH .The percentage of free SO3 in the sample is
a)30.6% b)40.6% c)20.6% d)50%
Answers
Answered by
40
H2SO4 + SO3 + H2O -> 2(H2SO4) .
==> SO3 + H2SO4 -----> H2SO4
∴Eq of SO3 = 1/2 of H2SO4
==> Eq of H2SO4 + Eq of SO3
= Eq of total H2SO4
= 10.68/1000 (bec. 1 mEq. = 1/1000 Eq.)
Let x be mass of SO2 ==> mass of H2SO4 = (0.5-x)
= (0.5 - x)/49 + x/40 = 10.68/1000
Solving.... x = 0.1836g
Percentage = 0.1836/0.5 x 100 = 20.73%
==> SO3 + H2SO4 -----> H2SO4
∴Eq of SO3 = 1/2 of H2SO4
==> Eq of H2SO4 + Eq of SO3
= Eq of total H2SO4
= 10.68/1000 (bec. 1 mEq. = 1/1000 Eq.)
Let x be mass of SO2 ==> mass of H2SO4 = (0.5-x)
= (0.5 - x)/49 + x/40 = 10.68/1000
Solving.... x = 0.1836g
Percentage = 0.1836/0.5 x 100 = 20.73%
Answered by
12
Given:
Quantity of H2SO4 = 0.5g
Quantity of NaOH = 0.4N
Neutrlization quantity = 26.7mL
To Find:
Percentage of free SO3 in the sample
Solution:
Let the mass of SO3 in the sample be = x
Let the mass of H2SO4 be = (0.5−x)
Mass of SO3 = 80/2 = 40
Equivalents of SO3 = x/40
Mass of H2SO4 = 98/2 = 49
Therefore,
Total no of equivalents = x/40 + ( 0.5 - x)/49
26.7 mL of 0.4 N NaOH contains no. of equivalents of NaOH
= 0.4 / 1000 × 26.7
Hence,
0.4 / 1000 × 26.7 = 49x + ( 40 × 05 - 40x) / 40 × 49
x = 0.9328/9
= 0.1036
Therefore
% of SO3 = 0.1036/ 0.5 × 100
= 20.6
Answer: The percentage of free SO3 in the sample is 20.6%
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