Asked by Austin
Calculate the equilibrium constant at 300 K
for the reaction
HgO(s) ↽⇀ Hg(ℓ) +
1/2O2(g),
given the data
delta S delta h
kJ
J/K mol mol
HgO(s) 70.29 −90.83
Hg(ℓ) 76.02 0
O2(g) 205.14 0
for the reaction
HgO(s) ↽⇀ Hg(ℓ) +
1/2O2(g),
given the data
delta S delta h
kJ
J/K mol mol
HgO(s) 70.29 −90.83
Hg(ℓ) 76.02 0
O2(g) 205.14 0
Answers
Answered by
DrBob222
I can't tell what your columns/numbers mean.
dH rxn = (n*dH products) - (n*dH reactants). Solve for dH rxn.
dS rxn = (n*dS products) - (n*dS reactants). Solve for dS rxn.
dG = dH - TdS. Solve for dG.
Then dG = -RT*lnK. Solve for K. T must be in kelvin, use 8.314 for R.
dH rxn = (n*dH products) - (n*dH reactants). Solve for dH rxn.
dS rxn = (n*dS products) - (n*dS reactants). Solve for dS rxn.
dG = dH - TdS. Solve for dG.
Then dG = -RT*lnK. Solve for K. T must be in kelvin, use 8.314 for R.
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