Examine the following reaction. 3 CO 2 (g) +2 Fe(s) Fe₂O3(s) + 3 CO(g) What is the equilibrium expression for the reaction? O K₂= [CO]/[CO₂] O K₂ [Fe] [CO₂]/([Fe2O3] [CO]) O Ke [Fe]/[Fe2O3] O Kc = [Fe]² [CO₂]³/([Fe₂O3] [CO]³) O Kc- [Fe₂O3] [CO]/([Fe] [CO₂]) OK₂ [CO]³/[CO₂]³ O Kc - [Fe₂O3] [CO]³/([Fe]² [CO₂]³) OK. [CO₂]³/[CO]³ O Kc = [Fe₂O3] / [Fe] OK₂ [CO₂]/[CO]

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Examine the following reaction.
3 CO 2 (g) + 2 Fe(s)
Fe2O3(s) + 3 CO(g)
What is the equilibrium expression for the reaction?
O K₂= [CO]/[CO₂]
OK₂ = [Fe] [CO₂]/([Fe2O3] [CO])
[Fe]/[Fe₂O3]
O Kc =
O Kc = [Fe]² [CO₂]³/([Fe₂O3] [CO]³)
O Kc = [Fe₂O3] [CO] / [[Fe] [CO₂])
O K₂= [CO]³/[CO₂]³
OK₂ = [Fe₂O3] [CO]³/([Fe]² [CO₂]³)
O Kc = [CO₂]³/[CO]³
O Kc = [Fe₂O3] / [Fe]
O K = [CO₂]/[CO]
Transcribed Image Text:Examine the following reaction. 3 CO 2 (g) + 2 Fe(s) Fe2O3(s) + 3 CO(g) What is the equilibrium expression for the reaction? O K₂= [CO]/[CO₂] OK₂ = [Fe] [CO₂]/([Fe2O3] [CO]) [Fe]/[Fe₂O3] O Kc = O Kc = [Fe]² [CO₂]³/([Fe₂O3] [CO]³) O Kc = [Fe₂O3] [CO] / [[Fe] [CO₂]) O K₂= [CO]³/[CO₂]³ OK₂ = [Fe₂O3] [CO]³/([Fe]² [CO₂]³) O Kc = [CO₂]³/[CO]³ O Kc = [Fe₂O3] / [Fe] O K = [CO₂]/[CO]
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