Enzyme Flashcards
(40 cards)
Importance of enzymes
Multiplicity of enzymes, their specificity and their susceptibility to regulation give cells the capacity to lower activation barriers selectively
Selectivity is crucial for the effective regulation of cellular processes
What are enzymes?
Enzymes are biological catalyst that increases the rate of chemical reactions
- Mostly proteins but ribosomes can act as enzymes as well
Characteristics of enzyme (Have 5)
- have extraordinary catalytic power, accelerating chemical reactions tremendously
- Show high degree of specificity for their substrate
- Function in aqueous solutions under very mild conditions of T and pH
- Have great capacity for regulation, including allosteric control, covalent modification, of enzymes, and variation of the amounts of enzymes synthesized
- Central to every biochemical process
Describe the 4 types of enzyme specificity
- Absolute specificity
- Enzyme catalyzes only 1 reaction
→ Lactase catalyzes the degradation of lactose to glucose and galactose only - Group specificity
- Enzyme will act only on the molecules that have specific functional groups like amino, phosphate, and methyl groups
→ Pepsin recognizes and cleaves aromatic amino acids like tyrosine, tryptophane and phenylamine
→ Trypsin can hydrolyze peptide bonds in which amino groups is contributed by any basic amino acids - Linkage specificity
- Enzyme will act on a particular type of chemical bond regardless of the rest of the molecular structure
→ α-amylase can hydrolyze α-1,4-glycosidic bonds in starch and glycogen
→ Lipase can hydrolyze ester bonds between glycerol and fatty acids
→ Proteinase can hydrolyze peptide bonds between amino acids in the protein - Stereochemical specificity
- Enzyme will act on particular steric or optical isomer
→ D-lactate dehydrogenase can catalyze the stereospecific interconversion of lactate and pyruvate (isomers)
→ β-glycosidase react only with β-glycosidic bonds which are present in cellulose
→ α-glycosidase reacts only with α-glycosidic bonds by starch and glycogen
How do enzymes work?
Through the formation of enzyme-substrate complex in the active site of the enzyme, where catalysis takes place
The active site has specific shape complementary to the tertiary structure of the protein
Change in shape of protein or enzyme affects the shape of the active site and hence affects the function of the enzyme
Specificity of active sites of enzyme
Surface of active site is lined with amino acid residues with substituent groups that bind the substrate and catalyze its chemical transformation
Only about 12 amino acid residues make up the active site, and only about 2 or 3 may be involved directly in the substrate binding and/or catalysis
ES complex is formed by binding of substrate to the active site through hydrogen bonding and other electrostatic interactions
Which group in the amino acid is involved in actions of the enzyme and what are the functional groups that can play a catalytic role?
The side chain reactive groups are the ones involved in the action of the enzyme, except for hydrocarbon side chains
Functional groups include:
- Imidazole group of histidine
- Hydroxyl group of serine
- Carboxyl side chains of aspartate and glutamate
- Sulfhydryl group of cysteine
- Amino side chain of lysine
- Phenol group of tyrosine
What does cofactor got to do with enzyme?
Cofactor binds to the active site of enzymes, covalently or non-covalently and is essential for the catalytic actions of enzymes that require cofactors
How does metal ion act as a cofactor for enzymes
- Ionic interactions between enzyme-bound metal and a substrate can help orient the substrate for reaction or stabilize charged reaction transition states
- Form coordination compounds by behaving as Lewis acids (e- acceptor), while the groups they bind to act as Lewis base
→ have specific geometries which aid in positioning the groups involved in a reaction for optimum catalysis - Mediates oxidation-reduction reactions by reversible changes in the metal ion’s oxidation state
What is an enolase reaction?
The enolase reaction illustrates one type of metal ion catalysis and provides an additional example of general acid-base catalysis and transition state stabilization
Describe a reaction that is catalyzed by enolase
Enolase converts 2-phosphoglycerate (2-PGA) to phosphoenolpyruvate
The carboxyl group of 2-PGA is coordinated by 2 magnesium ions at the active site.
- proton is abstracted by general based catalysis, forming an enolic intermediate stabilized by 2 Mg2+ ions
- Elimination of -OH by general acid catalysis
Briefly describe the 3 different enzyme-substrate models
- Lock and key model
- Interactions are rigid in nature
- Both interaction interface are complementary in shape
- Negligible conformational changes - Induced fit model
- Conformational changes on binding
- protein of varying degree of shape complementarity in unbound state to interact
- Involves intrinsically disordered regions - Conformational-selection
- Protein is dynamic in nature
Interaction partners will explore different conformational states, but only particular states will be able to interact
Describe the mechanisms of enzyme actions
- Enzymes function by lowering transition-state energies and energetic intermediates and by raising the ground-state energy
- Activation energy is the minimum energy required for the collision between reactants to give products
- Enzyme catalyzes reaction by providing an alternative pathway of lower activation energy, by providing a surface that complements the transition state in stereochemistry, polarity, and charge
*Binding of enzyme to the transition state is exergonic, and the energy release by the binding reduces the activation energy
Does enzyme affect reaction rates or equilibria?
Enzymes affect reaction rate BUT does not affect reaction equilibria
- Equilibrium point of the process is unaffected
- Reaction only reach equilibrium faster when enzyme is present as the rate of reaction increases
What is the transition state supposed to be, if not a chemical species?
Transition state is a fleeting molecular moment where bond breakage, bond formation, and charge development proceed to the precise point at which decay to either substrate or product is equally likely
Concentration of substrate affects the rate of enzymatic reaction, then how do we measure rate of reaction?
Measure the initial rate (or initial velocity, V₀), when [S] is much greater than the concentration of enzyme, [E]
- At relatively low [S], V increases almost linearly with an increase in [S]
- At higher [S], V₀ increases by smaller and smaller amounts in response to increases in [S]
- When a point is reached beyond which increases in V₀ are vanishingly small as [S] increase (reach a plateau)
*Plateau-like region is close to the maximum velocity, Vmax
*The [S] required to reach half the Vmax is referred to as Km
Saturation kinetics - what can be described at vmax?
- virtually all enzymes are present as the E-S complex and free [E] is vanishingly small
- Further increase in [S] will have no effect on rate
*This condition exist when [S] is sufficiently high that essentially all the free enzyme has been converted to the E-S form
After ES complex breaks down to yield the product, the enzyme is free to catalyze the reaction of another molecule
When does the pre-steady state and the steady state occur in enzymatic reactions?
The initial period when enzyme is first mixed with a large excess of substrate is the pre-steady state, where the concentration of ES builds up
Pre-steady state only lasts for a few microseconds as the reaction is quick to achieve a steady state, where [ES] remains approximately constant over time
What is the rate limiting step in enzymatic reactions?
The breakdown of the ES complex to product and free enzymes, P and E
What is the rate equation of a one-substrate enzyme catalyzed reaction?
V₀ = (Vmax x [S])/(Km + [S])
V₀ = initial velocity rate
Vmax = maximum velocity
[S] = substrate concentration
Km = Michaelis constant, Km = (k₂ + k₋₁)/k₁
k₂ refers to the rate of the ES -> P + E reaction
When k₂ is ___, k₂ «_space;k₋₁ and Km = k₋₁/k₁, which is defined as the ___ constant, Kd, of the ES complex
This may not apply for most enzymes
Sometimes, k₂»_space; k₋₁ and Km = k₂/k₁.
In other cases, k₂ and k₁ are comparable and Km remains a more ___ function of all 3 rate constants
Quantity Vmax also varies greatly from one enzyme to the next. If an enzyme reacts by the ___-step Michaelis-Menten mechanism, Vmax = ___, where k₂ is the rate limiting
k₂ refers to the rate of the ES -> P + E reaction
When k₂ is limiting, k₂ «_space;k₋₁ and Km = k₋₁/k₁, which is defined as the dissociation constant, Kd, of the ES complex
This may not apply for most enzymes
Sometimes, k₂»_space; k₋₁ and Km = k₂/k₁.
In other cases, k₂ and k₁ are comparable and Km remains a more complex function of all 3 rate constants
Quantity Vmax also varies greatly from one enzyme to the next. If an enzyme reacts by the 2-step Michaelis-Menten mechanism, Vmax = k₂[Et], where k₂ is the rate limiting
If the product release EP → E + P, is the rate limiting reaction, the overall reaction can be described by:
E + S ⇌ (k₁/k₋₁) ES ⇌ (k₂/k₋₂) EP ⇌ (k₃) E + P
Most enzymes would be in the EP form at ___ and Vmax = ___
If the product release EP → E + P, is the rate limiting reaction, the overall reaction can be described by:
E + S ⇌ (k₁/k₋₁) ES ⇌ (k₂/k₋₂) EP ⇌ (k₃) E + P
Most enzymes would be in the EP form at saturation and Vmax = k₃[Et]
What can be used to describe the limiting rate of any enzyme-catalyzed reaction at saturation?
A more general rate constant, Kcat, can be used. Kcat is the turnover number, which is equivalent to the number of substrate molecules converted to product in a given unit of time on a single enzyme molecule when enzyme is saturated with substrate
If reaction has several steps and one is clearly the rate-limiting, Kcat is equivalent to the rate constant for the limiting step
V₀ = (Kcat[Et][S]) / (Km + [S])
How is Km and Vmax calculated from a graph?
Since the [s] against V₀ graph is exponential, 1/[S] against 1/V₀ is used instead to get a straight line of y= mx + b
The slope, m = Km/Vmax
Y-intercept, b = 1/Vmax
V₀ = Vmax[S] / Km + [S]
1/V₀ = Km + [S] / Vmax[S]
= Km/Vmax[S] + [S]/Vmax[S]
= Km/Vmax[S] + 1/Vmax