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The number of total ATP generated in TCA...

The number of total ATP generated in TCA cycle per acetyl CoA molecule is

A

10

B

12

C

14

D

24

Text Solution

AI Generated Solution

The correct Answer is:
To determine the total number of ATP generated in the TCA cycle (Krebs cycle) per acetyl CoA molecule, we can break down the process step by step. ### Step-by-Step Solution: 1. **Understanding Acetyl CoA Formation**: - Acetyl CoA is formed from pyruvate, which is the end product of glycolysis. This conversion occurs before entering the TCA cycle. 2. **Entry into the TCA Cycle**: - Acetyl CoA combines with oxaloacetic acid to form citrate, which is the first compound in the TCA cycle. 3. **Key Reactions in the TCA Cycle**: - As the cycle progresses, several key reactions occur that produce electron carriers: - **Isocitrate to Alpha-Ketoglutarate**: This conversion produces 1 NADH. - **Alpha-Ketoglutarate to Succinyl CoA**: This conversion produces another NADH. - **Succinyl CoA to Succinate**: This step directly produces 1 ATP (or GTP, which can be converted to ATP). - **Succinate to Fumarate**: This conversion produces 1 FADH2. - **Fumarate to Malate**: No ATP is produced here. - **Malate to Oxaloacetate**: This conversion produces 1 NADH. 4. **Counting ATP from Electron Carriers**: - Each NADH produced in the TCA cycle can generate approximately 3 ATP when it enters the electron transport chain. - Each FADH2 produced can generate approximately 2 ATP. 5. **Total ATP Calculation**: - From the TCA cycle per acetyl CoA: - 3 NADH from isocitrate, alpha-ketoglutarate, and malate = 3 x 3 ATP = 9 ATP - 1 FADH2 from succinate = 2 ATP - 1 ATP directly from succinyl CoA conversion. - Total = 9 ATP (from NADH) + 2 ATP (from FADH2) + 1 ATP = 12 ATP. ### Final Answer: The total number of ATP generated in the TCA cycle per acetyl CoA molecule is **12 ATP**.
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Knowledge Check

  • When two molecules of acetyl CoA enter the TCA cycle, net gain at the end of the cycle is

    A
    `2NADH_(2) + 2FADH_(2) + 1GTP`
    B
    `3NADH_(2) + 2FADH_(2) + 2GTP`
    C
    `6NADH_(2) + 2FADH_(2) +2GTP`
    D
    `3NADH_(2) +1FADH_(2) + 4GTP`
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