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\(O_{2}\) consumption. Oxidative phosphorylation in mitochondria is often monitored by measuring oxygen consumption. When oxidative phosphorylation is proceeding rapidly, the mitochondria will rapidly consume oxygen. If there is little oxidative phosphorylation, only small amounts of oxygen will be used. You are given a suspension of isolated mitochondria and directed to add the following compounds in the order from \(a\) to \(h\). With the addition of each compound, all of the previously added compounds remain present. Predict the effect of each addition on oxygen consumption by the isolated mitochondria. (a) Glucose (b) \(\mathrm{ADP}+\mathrm{P}_{\mathrm{i}}\) (c) Citrate (d) Oligomycin (e) Succinate (f) \(2,4-\) Dinitrophenol (g) Rotenone (h) Cyanide

Short Answer

Expert verified
Oxygen consumption is affected by substrate availability, inhibitors, and uncouplers: increasing with ADP, citrate, succinate, and DNP; decreasing with oligomycin, rotenone, and ceasing with cyanide.

Step by step solution

01

Addition of Glucose

Glucose is typically used in glycolysis, which occurs in the cytoplasm, and does not directly affect mitochondrial oxygen consumption. Therefore, adding glucose alone to the mitochondria will not increase oxygen consumption in this context.
02

Addition of ADP and Pi

Adding ADP and inorganic phosphate ( Pi ) stimulates ATP synthesis by providing substrates for ATP synthase. This stimulates oxidative phosphorylation, increasing oxygen consumption as ATP is produced, given that a substrate for the electron transport chain is available.
03

Addition of Citrate

Citrate is a tricarboxylic acid cycle (TCA cycle) intermediate. It can fuel the cycle, providing NADH and FADH2 for the electron transport chain, potentially enhancing oxygen consumption if these substrates were rate-limiting and the cycle was able to continue.
04

Addition of Oligomycin

Oligomycin is an ATP synthase inhibitor. Its addition will halt ATP production by blocking the proton channel of ATP synthase, leading to decreased oxygen consumption because the proton gradient can no longer be utilized.
05

Addition of Succinate

Succinate is another TCA cycle intermediate that can donate electrons directly to ubiquinone in the electron transport chain. This bypasses some of the blockages created by rotenone and enhances oxygen consumption if the chain is active and not otherwise blocked.
06

Addition of 2,4-Dinitrophenol (DNP)

2,4-Dinitrophenol acts as an uncoupler of oxidative phosphorylation by dissipating the proton gradient across the mitochondrial membrane. Oxygen consumption increases as the electron transport chain rushes to restore the gradient, but ATP is not synthesized efficiently.
07

Addition of Rotenone

Rotenone inhibits complex I of the electron transport chain, reducing the flow of electrons to the rest of the chain, which decreases oxygen consumption unless there is a way to bypass complex I, such as through succinate acting on complex II.
08

Addition of Cyanide

Cyanide is a potent inhibitor of cytochrome c oxidase (complex IV), effectively blocking the electron transport chain and stopping oxygen consumption completely by preventing electron transfer to oxygen.

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Key Concepts

These are the key concepts you need to understand to accurately answer the question.

Oxygen Consumption
Understanding oxygen consumption is key to comprehending mitochondrial oxidative phosphorylation. Mitochondria consume oxygen during the final step of the electron transport chain (ETC), where oxygen acts as the final electron acceptor. When the ETC is functioning optimally, oxygen is used rapidly.

The oxygen consumption rate is a practical measure of oxidative phosphorylation activity. It indicates how efficiently the cell is producing ATP, the energy currency of the cell. More oxygen consumption generally translates to more ATP production, assuming no other limiting factors. Conversely, any blockages or inefficiencies in the ETC or ATP synthesis can slow down oxygen usage.

Monitoring oxygen consumption helps researchers and students predict how different compounds affect mitochondrial activity, pinpointing exactly where and when disruptions occur.
Electron Transport Chain
The electron transport chain (ETC) is vital for cellular respiration, driving ATP synthesis. It is located in the inner mitochondrial membrane and consists of several complexes (I-IV) that transfer electrons through a series of redox reactions.

Here鈥檚 how the process unfolds:
  • Electrons from NADH and FADH鈧, produced in the TCA cycle, enter the ETC.
  • These electrons are passed from one complex to another, eventually reaching oxygen, the final electron acceptor, to form water.
  • The energy released during these transfers pumps protons (H鈦 ions) from the mitochondrial matrix to the intermembrane space, creating a proton gradient.
The series of complexes ensures efficient energy conversion, essential for the final step in ATP production. Any inhibitors like rotenone or cyanide can block these transfers, impacting overall oxygen consumption and energy output.
ATP Synthesis
ATP synthesis occurs in mitochondria, fueled primarily through oxidative phosphorylation driven by the ETC. As protons are pumped across the inner mitochondrial membrane, a significant proton gradient is established.

Here is how ATP synthesis takes place:
  • ATP synthase, an enzyme complex, harnesses the energy stored in the proton gradient to bind ADP and inorganic phosphate (Pi) together, forming ATP.
  • The flow of protons back into the mitochondrial matrix through ATP synthase drives this process, analogous to how water flowing through a turbine generates electricity.
If inhibitors, such as oligomycin, disrupt ATP synthase, ATP production halts, decreasing oxygen consumption since the electron flow in the ETC becomes less efficient. Conversely, uncouplers like 2,4-Dinitrophenol (DNP) increase oxygen consumption by bypassing ATP synthase, but they also reduce ATP efficiency.
TCA Cycle Intermediates
The TCA cycle, occurring in the mitochondrial matrix, plays a critical role in cellular respiration by providing key intermediates and reducing equivalents for the ETC. Key intermediates such as citrate and succinate play essential roles:

  • Citrate can feed into the TCA cycle, enhancing the production of NADH and FADH鈧, which subsequently donate electrons to the ETC.
  • Succinate further feeds into the ETC directly at complex II, offering an alternative pathway even if complex I is inhibited, such as by rotenone.
These cycles ensure that electron flow remains steady and robust, pivotal for both ATP synthesis and maintaining a stable oxygen consumption rate. Understanding their role helps predict mitochondrial responses to various substrates and inhibitors.

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Most popular questions from this chapter

Runaway mitochondria \(1 .\) The number of molecules of inorganic phosphate incorporated into organic form per atom of oxygen consumed, termed the \(P: O\) ratio, was frequently used as an index of oxidative phosphorylation. Suppose that the mitochondria of a patient oxidize NADH irrespective of whether ADP is present. The \(P: O\) ratio for oxidative phosphorylation by these mitochondria is less than normal. Predict the likely symptoms of this disorder.

An essential residue. The conduction of protons by the \(\mathrm{F}_{0}\) unit of ATP synthase is blocked by the modification of a single side chain by dicyclohexylcarbodiimide, which reacts readily with carboxyl groups. What are the most likely targets of action of this reagent? How might you use site- specific mutagenesis to determine whether this residue is essential for proton conduction?

Identifying the inhibition. You are asked to determine whether a chemical is an electron-transport-chain inhibitor or an inhibitor of ATP synthase. Design an experiment to make this determination.

Obeying the laws of thermodynamics. Why will isolated \(\mathrm{F}_{1}\) subunits display ATPase activity but not ATP synthase activity? How can the enzyme then function as ATP synthase in mitochondria?

Currency exchange. For a proton-motive force of 0.2 \(\mathrm{V}\) (matrix negative), what is the maximum [ATP]/[ADP][P_i] ratio compatible with ATP synthesis? Calculate this ratio three times, assuming that the number of protons translocated per ATP formed is two, three, and four and that the temperature is \(25^{\circ} \mathrm{C} . \sqrt{3}\)

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