Reduction Potentials in the Electron Transport Chain
MATHEMATICAL Using the information in Table, calculate ΔG°'for the following reaction:
Table The Energetics of Electron Transport Reactions
Reaction | ΔG°' kJ (mol NADH)−1 | kcal (mol NADH)−1 |
NADH+H+ E—FMN → NAD+ E—FMNH2 | −38.6 | −9.2 |
E—FMNH2+CoQ → E—FMN + CoQH2 | −42.5 | −10.2 |
CoQH2 + 2 Cyt b[Fe(III)] → CoQ + 2H+ + 2 Cyt b[Fe(II)] | +11.6 | +2.8 |
2 Cyt b[Fe(II)] + 2 Cyt c1 [Fe(III)] → 2 Cyt c1[Fe(II)]+ 2 Cyt b[Fe(III)] | −34.7 | −8.3 |
2 Cyt c1[Fe(II)] + 2 Cyt c[Fe(III)] → 2 Cyt c[Fe(II)] + 2 Cyt c1[Fe(III)] | −5.8 | −1.4 |
2 Cyt c[Fe(II)] + 2 Cyt (aa3)[Fe(III)] + 2 Cyt (aa3)[Fe(II)] + 2 Cyt c[Fe(III)] | -7.7 | −1.8 |
2 Cyt (aa3)[Fe(II)]+ | −102.3 | −24.5 |
Overall reaction: NADH+H+ + | −220 | −52.6 |
2 Cyt aa3 [oxidized; Fe(III)] + 2 Cyt b [reduced; Fe(II)] →
2 Cyt aa3 [reduced; Fe(II)] + 2 Cyt b [oxidized; Fe(III)]
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