calculate ΔHr of the following reaction
H2(g) + I2 (g) -> 2HI (g)
given that bond energies of H-H , I-I AND H-I are 433,151 and 299 kj/mol respectively
Answers
Answered by
16
ΔH bond breakage:
1 mol H-H bonds = 433 kJ
1 mol I-I bonds = 151 kJ
Total = 433 + 151 = 584
ΔH bond formation:
2 mol H-I bonds = (2 X -299)kJ = -598 kJ
ΔH° rxn = 584 kJ + -598 kJ = -14 kJ
1 mol H-H bonds = 433 kJ
1 mol I-I bonds = 151 kJ
Total = 433 + 151 = 584
ΔH bond formation:
2 mol H-I bonds = (2 X -299)kJ = -598 kJ
ΔH° rxn = 584 kJ + -598 kJ = -14 kJ
Answered by
2
Given:
1 mol H-H bonds = 433 kJ/mol
1 mol I-I bonds = 151 kJ /mol
1 mol H-I bonds = 299 kJ/mol
Reaction = H₂ + I₂ → 2HI
To Find:
ΔHr of the given reaction
Solution:
ΔHr of the given reaction is -14 kJ.
The enthalpy change of a reaction represented as ΔHr, is the net enthalpy change when the reactants of the given reactions are converted into products.
ΔHr = ΔHf of products - ΔHf of recatants
= Bond Energies of Reactants - Bond energies of Products
BE of products = 2 X ΔBE (HI)
= 2 X 299 kJ
= 598kJ
BE of reactants = ΔBE (H₂) + ΔBE (I₂)
= 433 + 151
= 584kJ
Substituting,
ΔH° rxn = 584 kJ - 598 kJ
= -14 kJ
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