For the reaction at 298 K,
2A(g) + B(g) → 2D(g)
ΔU = -10.5 kJ mol–1
and ΔS = -44.1J K–1 mol–1
Calculate standard gibbs energy for the reaction and predict whether the reaction is
spontaneous or not
#fast plz
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Given : 2A(g) + B(g) => 2D(g)
- ΔU = -10.5 kJ mol–1
- ΔS = -44.1J K–1 mol–1
- T = 298 K
To find :
- ∆G
- Spontaneous or non spontaneous
Formula used :
- ∆G = ∆H - T∆S
- ∆H = ∆U + RT(∆n)
Solution :
∆n = number of mole of gaseous product - number of mole of gaseous reactant
∆n = 2 - 3 = (-1)
1) First of all we hve to find ∆H
∆H = ∆U + RT (∆n)
∆H = (-10.5kJ) + (8.314×298 × (2-3)
∆H = (-10500) + 8.314×298×(-1)
∆H = (-10500) - 2477.57
∆H = -12977.57 J/mol
Put value of ∆H in , ∆G = ∆H - T∆S
∆G = (-12977.57) - 298(-44.1)
∆G = -12977.57 + 13141.8
∆G = 164.23 J/mol
2) Non spontaneous , we can say this by 2 point
- ∆S is negative, which means non- spontaneous
- ∆G is positive , which means non- spontaneous
ANSWER :
- ∆G = 164.23 J/mol
- Non spontaneous
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