Page < > of 6 ZOOM + name: 3. In the last reaction of the citric acid cycle, malate is dehydrogenated to regenerate the oxaloacetate necessary for the entry of acetyl-CoA into the cycle: L-Malate + NAD+ → oxaloacetate + NADH + H* AG'° = 30.0 kJ/mol (a) Calculate the equilibrium constant for this reaction at 25 °C. (b) Because AG°' assumes a standard pH of 7, the equilibrium constant calculated in (a) corresponds to [oxaloacetate][NADH] Keq [L-malate][NAD*] The measured concentration of L-malate in rat liver mitochondria is about 0.20 mM when [NAD*]/[NADH] is 10. Calculate the concentration of oxaloacetate at pH 7 in these mitochondria. (c) To appreciate the magnitude of the mitochondrial oxaloacetate concentration, calculate the number of oxaloacetate molecules in a single rat liver mitochondrion. Assume the mitochondrion is a sphere of diameter 2.0 microns.

Biochemistry
6th Edition
ISBN:9781305577206
Author:Reginald H. Garrett, Charles M. Grisham
Publisher:Reginald H. Garrett, Charles M. Grisham
Chapter20: Electron Transport And Oxidative Phosphorylation
Section: Chapter Questions
Problem 12P
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Page <
> of 6
ZOOM +
name:
3. In the last reaction of the citric acid cycle, malate is dehydrogenated to regenerate the
oxaloacetate necessary for the entry of acetyl-CoA into the cycle:
L-Malate + NAD+
→ oxaloacetate + NADH + H*
AG'° = 30.0 kJ/mol
(a) Calculate the equilibrium constant for this reaction at 25 °C.
(b) Because AG°' assumes a standard pH of 7, the equilibrium constant calculated in (a)
corresponds to
[oxaloacetate][NADH]
Keq
[L-malate][NAD*]
The measured concentration of L-malate in rat liver mitochondria is about 0.20 mM when
[NAD*]/[NADH] is 10. Calculate the concentration of oxaloacetate at pH 7 in these
mitochondria.
(c) To appreciate the magnitude of the mitochondrial oxaloacetate concentration, calculate the
number of oxaloacetate molecules in a single rat liver mitochondrion. Assume the mitochondrion
is a sphere of diameter 2.0 microns.
Transcribed Image Text:Page < > of 6 ZOOM + name: 3. In the last reaction of the citric acid cycle, malate is dehydrogenated to regenerate the oxaloacetate necessary for the entry of acetyl-CoA into the cycle: L-Malate + NAD+ → oxaloacetate + NADH + H* AG'° = 30.0 kJ/mol (a) Calculate the equilibrium constant for this reaction at 25 °C. (b) Because AG°' assumes a standard pH of 7, the equilibrium constant calculated in (a) corresponds to [oxaloacetate][NADH] Keq [L-malate][NAD*] The measured concentration of L-malate in rat liver mitochondria is about 0.20 mM when [NAD*]/[NADH] is 10. Calculate the concentration of oxaloacetate at pH 7 in these mitochondria. (c) To appreciate the magnitude of the mitochondrial oxaloacetate concentration, calculate the number of oxaloacetate molecules in a single rat liver mitochondrion. Assume the mitochondrion is a sphere of diameter 2.0 microns.
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