Exam 2 Lecture 13 Enzyme Kinetics Flashcards
A linear kinetic trend describes:
“Wishful thinking” as v = k[S]
A hyperbolic kinetic trend describes:
Michaelis-Menton Model
A sigmoidal kinetic trend describes:
Cooperative binding
Was is the equation for irreversible rxn and what does it allude to?
v = k[S]^n
Alludes to reaction rate as n indicates reaction order ie how many things have to come together to make product
1S—>P describes:
First order kinetics: v = k[S]^1
2S—>P or Sa + Sb —> P describes:
2nd order kinetics: v = k[S]^2 or k[Sa][Sb]
S—>P describes:
Zero order kinetics: v = k[S]^0 = k
Is a unimolecular rxn because an internal change. No breaking of bonds or do not an enzyme (uncatatalyzed) or enzyme is saturated ie all active sites are full
(Irreversible rxn)
S —>k1—>P; and the reverse from P to S (k-1)
REVERSIBLE rxn
Substrate is being both used and created
v = k1[S]^n - k-1[P]^m
At EQUILIBRIUM by definition, the forward rate equals
The reverse rate
v= k1[S] - k-1[P] = 0
k1[S] = k-1[P]
For a reversible rxn at equilibrium, we now can redefine our 2 equilibrium constants which are:
K(A) = association constant; making product k1/k-1
K(D) = dissociation constant; unmake product 1/K(A)
T/F: catalysis is not a 1st order rxn?
True
MM enzymes follow _ order kinetics
1st order kinetics
Km
Name and definition
Michaelis Constant
[S] where rxn rate is half maximal or half of the active sites are full
Related to the affinity of the enzyme for the substrate
Vmax
Name and definition
Maximum velocity
Maximum rate possible for a given concentration of enzyme
Kcat
Name and definition
Turnover number
How fast ES complex proceed to E + P
Number of substrate molecules converted per active site per time (first order rate constant sec-1)
Ks
Name and definition
N/A
A dissociation constant for substrate binding
Kcat/Km
Name and definition
Specificity constant
Measure of enzyme performance by predicting the fate of E*S (ability to convert substrate to product)