predict the change in entropy in following reaction
H2 converting Into 2H??
Answers
Answered by
2
нєу тнєяє ιѕ αиѕωєя !!!
ѕєє тнє ρι¢
ѕє¢σи∂ѕ αиѕωєя !!!
================
BaSO4<............>Ba+..+..SO4-
C........................0...........0.......(intially)
C-s.....................s..............s........(at equilibrium)
where s is the solubility(mol/litre) and C is the initial concentration(mol/litre)
Hence, solubility product Ksp=s2
1.5*10-10=s2
hence, s=~1.2*10-5mol/litre
BaSO4 ionises to give –
BaSO4 Ba2+ + SO42--
Suppose solubility of BaSO4 is s mol/l.It would give s mol/l of Ba2+ ions and s mol/l of SO42- ions on dissociation.
Now, solubility product for BaSO4 is expressed as-
Ksp = [Ba2+] [SO42--] = [s]* [s] = s2
thus,
s2 = 1.5*10--10
or,
s =1.5*10-10
s = 1.225 * 10--5
thus, solubility of BaSO4 will be 1.225 * 10 --5mol/l.
ѕєє тнє ρι¢
ѕє¢σи∂ѕ αиѕωєя !!!
================
BaSO4<............>Ba+..+..SO4-
C........................0...........0.......(intially)
C-s.....................s..............s........(at equilibrium)
where s is the solubility(mol/litre) and C is the initial concentration(mol/litre)
Hence, solubility product Ksp=s2
1.5*10-10=s2
hence, s=~1.2*10-5mol/litre
BaSO4 ionises to give –
BaSO4 Ba2+ + SO42--
Suppose solubility of BaSO4 is s mol/l.It would give s mol/l of Ba2+ ions and s mol/l of SO42- ions on dissociation.
Now, solubility product for BaSO4 is expressed as-
Ksp = [Ba2+] [SO42--] = [s]* [s] = s2
thus,
s2 = 1.5*10--10
or,
s =1.5*10-10
s = 1.225 * 10--5
thus, solubility of BaSO4 will be 1.225 * 10 --5mol/l.
Attachments:
Answered by
3
First of all let me tell you what is entropy -
In general, Entropy is a measure of randomness
So in the above equation H2 spilts into 2 H atoms therefore as no. of gaseous atoms increases randomness increases and hence more will be the entropy.
So at last we would conculde that the entropy increases when H2 breaks down into 2H.
In general, Entropy is a measure of randomness
So in the above equation H2 spilts into 2 H atoms therefore as no. of gaseous atoms increases randomness increases and hence more will be the entropy.
So at last we would conculde that the entropy increases when H2 breaks down into 2H.
saurav01234567890:
Thnks for the brainliest user❤️
Similar questions
Math,
7 months ago
English,
7 months ago
Biology,
1 year ago
Biology,
1 year ago
Social Sciences,
1 year ago