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Enzyme

By: SNEHA SINGH 02 Feb 2025 16:48:27

Enzymes

1. General Properties of Enzymes

  • Biological Catalysts – Speed up reactions without being consumed.
  • Highly Specific – Act on specific substrates.
  • Work Under Mild Conditions – Function at physiological pH and temperature.
  • Regulated Activity – Can be activated or inhibited.
  • Lower Activation Energy – Facilitate reactions by stabilizing the transition state.

2. Classification of Enzymes (IUB System)

  1. Oxidoreductases – Catalyze oxidation-reduction reactions (e.g., dehydrogenases).
  2. Transferases – Transfer functional groups (e.g., kinases).
  3. Hydrolases – Catalyze hydrolysis reactions (e.g., lipase, protease).
  4. Lyases – Add or remove groups without hydrolysis (e.g., decarboxylases).
  5. Isomerases – Catalyze isomerization (e.g., racemases).
  6. Ligases (Synthetases) – Join molecules using ATP (e.g., DNA ligase).

3. Mechanism of Enzyme Action

  • Step 1: Substrate Binding – Forms enzyme-substrate (ES) complex.
  • Step 2: Catalysis – Conversion of substrate into product.
  • Step 3: Product Release – Enzyme returns to original state.
  • Models of Binding:
    • Lock and Key Model – Exact fit between enzyme & substrate.
    • Induced Fit Model – Enzyme changes shape for substrate binding.

4. Michaelis-Menten Equation & Plot

  • Describes the enzyme kinetics of single-substrate reactions.
  • Equation: v=Vmax?[S]Km+[S]v = \frac{V_{\max} [S]}{K_m + [S]}v=Km?+[S]Vmax?[S]? Where:
    • vvv = reaction velocity
    • Vmax?V_{\max}Vmax? = maximum velocity
    • [S][S][S] = substrate concentration
    • KmK_mKm? = Michaelis constant (substrate concentration at ½ Vmax?V_{\max}Vmax?)
  • Plot: Hyperbolic curve showing the relationship between vvv and [S][S][S].

5. Lineweaver-Burk Equation & Plot

  • Double reciprocal form of Michaelis-Menten equation: 1v=KmVmax?[S]+1Vmax?\frac{1}{v} = \frac{K_m}{V_{\max} [S]} + \frac{1}{V_{\max}}v1?=Vmax?[S]Km??+Vmax?1?
  • Plot: Straight-line graph (inverse of velocity vs. inverse of substrate).
    • X-axis intercept: −1Km-\frac{1}{K_m}−Km?1?
    • Y-axis intercept: 1Vmax?\frac{1}{V_{\max}}Vmax?1?
    • Slope: KmVmax?\frac{K_m}{V_{\max}}Vmax?Km??

6. Introduction to Allosteric Enzymes

  • Regulated by Effectors – Small molecules bind at sites other than the active site.
  • Show Sigmoidal Kinetics (not hyperbolic like Michaelis-Menten enzymes).
  • Types of Effectors:
    • Activators – Increase enzyme activity.
    • Inhibitors – Decrease enzyme activity.
  • Example: Aspartate transcarbamoylase (ATCase).

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