Trace the fate of one glucose molecule through glycolysis Krebs cycle and ETC

easy CBSE NEET 4 min read

Question

Trace the complete fate of one glucose molecule through aerobic respiration: glycolysis, the Krebs cycle (TCA cycle), and the Electron Transport Chain (ETC). What are the total ATP, NADH, FADH₂, and CO₂ produced?

Solution — Step by Step

Location: Cytoplasm (cytosol)
Input: 1 glucose (6C) + 2 ATP (investment) + 2 NAD⁺ + 4 ADP + 4 Pi

Process:

  1. Glucose (6C) is phosphorylated twice (consuming 2 ATP) → Fructose-1,6-bisphosphate
  2. Split into 2 molecules of Glyceraldehyde-3-phosphate (G3P, 3C each)
  3. Each G3P is oxidised and converted to pyruvate (3C), producing 2 ATP and 1 NADH per G3P

Output per glucose:

  • 2 Pyruvate (3C each)
  • Net 2 ATP (4 produced – 2 invested)
  • 2 NADH
  • 0 CO₂ released

Glycolysis does not require oxygen — it works both aerobically and anaerobically.

Each pyruvate (3C) enters the mitochondria and is converted to Acetyl-CoA (2C) by the pyruvate dehydrogenase complex.

For each pyruvate:

  • Pyruvate (3C) → Acetyl-CoA (2C) + 1 CO₂ + 1 NADH

For 2 pyruvates (from 1 glucose):

  • 2 Acetyl-CoA
  • 2 CO₂
  • 2 NADH

Location: Mitochondrial matrix
Each Acetyl-CoA (2C) joins with Oxaloacetate (4C) to form Citrate (6C), then goes through a series of oxidation steps.

Per one turn of the Krebs cycle (one Acetyl-CoA):

  • 2 CO₂ released
  • 3 NADH
  • 1 FADH₂
  • 1 GTP (= 1 ATP)

For 2 Acetyl-CoA (from 1 glucose — 2 turns of the cycle):

  • 4 CO₂
  • 6 NADH
  • 2 FADH₂
  • 2 GTP (= 2 ATP)

Location: Inner mitochondrial membrane (cristae)

NADH and FADH₂ produced in the earlier stages donate electrons to protein complexes (Complex I, II, III, IV) embedded in the inner mitochondrial membrane.

Process:

  • Electrons flow from NADH/FADH₂ through the chain to the final electron acceptor: oxygen (O₂)
  • As electrons flow, they pump H⁺ ions from the matrix to the intermembrane space at Complexes I, III, IV
  • The H⁺ gradient drives ATP synthase (Complex V) as H⁺ flows back into the matrix — this is chemiosmosis
  • O₂ accepts the final electrons + H⁺ to form water (H₂O)

ATP yield from NADH and FADH₂ (theoretical, using P/O ratios):

  • Each NADH → ~2.5 ATP
  • Each FADH₂ → ~1.5 ATP

Total electrons entering ETC (from 1 glucose):

  • NADH: 2 (glycolysis) + 2 (pyruvate oxidation) + 6 (Krebs) = 10 NADH
  • FADH₂: 2 FADH₂ (from Krebs)
StageATPNADHFADH₂CO₂
Glycolysis2 (net)200
Pyruvate oxidation0202
Krebs cycle (×2)2624
Subtotal (substrate-level)4 ATP10 NADH2 FADH₂6 CO₂

ETC and oxidative phosphorylation:

  • 10 NADH × 2.5 = 25 ATP
  • 2 FADH₂ × 1.5 = 3 ATP
  • ETC total = 28 ATP

Grand total:

  • Substrate-level phosphorylation: 4 ATP
  • Oxidative phosphorylation: 28 ATP
  • Total ≈ 30–32 ATP per glucose (theoretical maximum ~36–38 ATP by older estimates, revised to ~30–32 by modern P/O ratio measurements)

CO₂ released: 6 (accounts for all 6 carbon atoms of glucose)

Why This Works

The entire process is designed to extract energy efficiently from the C–H bonds of glucose. Glycolysis partially oxidises glucose; the Krebs cycle completes the oxidation; the ETC harvests the energy stored in NADH/FADH₂ as a proton gradient and converts it to ATP.

Oxygen’s role is only in the final step — as the terminal electron acceptor. Without oxygen, the ETC cannot proceed, NADH/FADH₂ cannot be reoxidised, and the cell falls back on fermentation (anaerobic, producing only 2 ATP from glycolysis).

Alternative Method

For quick counting: C6H12O6+6O26CO2+6H2O+energy\text{C}_6\text{H}_{12}\text{O}_6 + 6\text{O}_2 \rightarrow 6\text{CO}_2 + 6\text{H}_2\text{O} + \text{energy}. All 6 carbons go to CO₂ (confirmed), and 6 O₂ molecules are consumed in the ETC.

Common Mistake

Students often write “38 ATP per glucose” without qualification. The older textbook value of 36–38 ATP is based on P/O ratio of 3 for NADH and 2 for FADH₂. Modern biochemistry uses 2.5 and 1.5 respectively, giving ~30–32 ATP. For NEET and CBSE, both values may be accepted, but mention that the 38-ATP figure is a theoretical maximum based on older estimates.

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