Driving unfavorable reactions in cells: Reactions with positive ΔG° can still proceed in vivo by which strategy?
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ACoupling to an exergonic reaction through a shared intermediate
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BAdjusting reactant/product concentrations so that actual ΔG becomes negative
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CCoupling directly to ATP hydrolysis to provide energy
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DAll of the above
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ENone of the above
Answer
Correct Answer: All of the above
Explanation
Introduction / Context: Cells routinely drive thermodynamically unfavorable steps by harnessing energy from favorable processes. This is central to metabolism, transport, and biosynthesis, where pathway design and enzyme mechanisms exploit coupling and mass-action effects.
Given Data / Assumptions:
- Standard free energy change ΔG° > 0 for the isolated reaction.
- Cellular systems are open and maintain non-equilibrium concentrations.
- ATP hydrolysis is a common exergonic currency (ΔG°′ ≈ −30.5 kJ/mol).
Concept / Approach: Actual free energy change is ΔG = ΔG° + RT ln Q. By altering Q (ratio of products to reactants), ΔG can become negative. Enzymes also couple unfavorable reactions to favorable ones (including ATP hydrolysis), often via phosphorylated or otherwise high-energy intermediates, making the overall sum exergonic.
Step-by-Step Solution: Use mass action: keep products low and reactants high → RT ln Q sufficiently negative. Couple reactions: A ⇌ B (unfavorable) + B ⇌ C (highly favorable) → A ⇌ C overall favorable. Exploit ATP: enzyme forms phosphorylated intermediate, transfers group to drive the endergonic step. Therefore, all listed strategies enable progress of an otherwise unfavorable step.
Verification / Alternative check: Glycolysis and amino acid activation (aminoacyl-tRNA synthetases) exemplify ATP-coupled steps; metabolic channeling maintains favorable Q values.
Why Other Options Are Wrong: Choosing only one strategy ignores the complementary biochemical tactics cells actually use.
Common Pitfalls: Equating ΔG° with inevitability in vivo; forgetting that ΔG depends on concentrations and coupling.
Final Answer: All of the above.