Lesson 8: Enzyme Kinetics Flashcards

(54 cards)

1
Q

possibilities to explain enzyme structure function problems

A
  • sterics/size
  • polarity/charge
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2
Q

give the 3 S and P reactions

A

S1 + S2 –> P (K1)

S –> P1 + P2 (k-1)

S1 + S2 –> P1 + P2

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3
Q

keq

A

[p]/[S1][S2]`

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4
Q

k1 =

A

rate of forward rxn

S1 + S2 –> P

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5
Q

K-1 =

A

rate of reverse rxn

S –> P1+P2

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6
Q

in the simple case of S being converted to P,

A

the enzyme [E] must form a complex with substrate [S] to yield an enzyme-substrate complex [ES] in order to form product [P]

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7
Q

Michaelis and Menten (M & M)

A

began investigating the effects of [S] on formation of [ES] complex
- examined the effects by measuring the initial reaction velocity (Vo)

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8
Q

what are held constant when investigating velocity of rxn

A

[E] and reaction vol. are held constant
– plot slope of [product] v. time graph over [s]

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9
Q

what kind of graph is substrate v. velocity

A

hyperbolic

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10
Q

trends for graphs

A

1 – the higher the initial [S] the higher the initial velocity
2 – although initial velocities increase as [S] increases, the increase is not as great at high [S] because reaching point of enzyme saturation

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11
Q

assumption of equilibrium

A

early in the reaction, little P has accumulated so k-2 can be ignored

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12
Q

steady state assumption

A

once reaction gets started, the [ES] remains constnat. As a result, the formation of ES must equal the Breakdown of ES

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13
Q

when does [ES] stay constant

A

during steady-state conditions

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14
Q

graph trends

A

[E] decreases as it forms ES
[ES] increases and plateaus
[S] and [P] are inversely proportional

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15
Q

what did they define the michaelis constnat Km to be

A

constant where the concentration of ES is not changing
km =( k-1 + k2) / K1

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16
Q

Km

A

a bundle of 3 rate constants, also a measure of an enzyme’s affiniyy for S

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17
Q

michaelis-menten equation

A

Vo = (Vmax [S])/(Km + [S])

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18
Q

how can we determine Vmax and Km experimentially

A

by meauring initial rates and plotting [S] vs. velocity

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19
Q

what does the michaleis-menten equation allow us to do

A

determine the velocity for any enzyme catalyzed reaction

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20
Q

when the velocity = 1/2 Vmax, then

A

Km = [S] that yields 1/2 Vmax

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21
Q

is K, unique for each enzyme-substrate pair

A

yes

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22
Q

an enzyme with a high Km

A

has a low affinity for S because [S] must be high to reach 1/2 Vmax
—– Km and affinity are inversely proportional

23
Q

an enzyme with a low Km

A

“high affinity” for S because E only requires small amount of [S] to reach 1/2 Vmax

24
Q

true/false: the K, for any given equation is independent of enzyme concentration when enzyme concentration [E] is limiting for the reaction

25
is it difficult to determine Km and Vmax form a graph
YES
26
double reciprocal plot
- plot the reciprocals of the Vo vs. [S] data - accurate methods to determine Km and Vmax
27
equation for double reciprocol plot
1/Vo = ( Km/Vmax ) (1/[S]) + 1/Vmax
28
where the Y intercept is
1/Vmax
29
where the X intercept is
-1/Km
30
slope =
Km/Vmax
31
Km app
when we say that Km increasses or decreases in the presence or absence of inhibitor, are describing this
32
competitive
KI (E to EI) no effect Vmax increase Km
33
uncompetitive
KI' (ES to ESI) decrease Vmax decrease Km
34
mixed
KI (E tp EI) and KI' (Es to ESI) decrease Vmax may increase or decrease Km
35
competitive inhibiton
substrate and inhibitor both compete for same binding site on enzyme - ES is formed then EI cannot form, because S and I compete for the same binding site - if EI is formed then ES cannot form, because S and I compete for the same binding site
36
small KI
tight binding
37
big KI
loose binding
38
lines with difference slopes and a single Y-intercept are characteristic of ()
competitive inhibition
39
how can you dilute the effect of competitive inhibitor
increaseing [S]
40
uncompetitive inhibition
- UI can only bind to ES complex (not free E) - often act on enzymes with multiple substrates - ESI is catalytically incompetent due to altered active site conformation. ES needs to dissociate from I go back through ES to product product
41
for UI can you directly form products from ESI
no - it will take longer to go back to ES to make products ^^^ reason why Vmax decreases
42
for UI why dos Km decrease
because the substrate can bind in 2 places, ,there is an apparent increase for substrate affinity, this a decrease in Km
43
parallel lines with identical slopes is a characteristic of ()
uncompetitive inhibition
44
mixed inhibition
- is a mixture of aspects of competitive and incompetitive inhbitition - Effect on Km is the same variable - Efect on Vmax is same as uncompetitive Mixed inhibitor can bing to Free E to form EI complex AND can also bind to ES to form ESI complex. EI can bind S to form ESI complex
45
for MI is there a reaction from EI and ESI
no -- EI and ESI are catalytically incompetent. Both complexes need to dissociate I and go back thorough E to generate product
46
for mixed inhibition -- when KI' >KI
- think competitive - Km increases
47
for mixed inhibition ---- when KI > KI'
- think UNcompetitive - Km decreases, increased affinity for [S]
48
for mixed inhibition ---- when KI = KI'
- Km is unaffeced - Vmax decreases SPECIAL CASE --> NONcompetitive
49
rate determining step
K2
50
Vo =
= K2 [ES] = Kcat [ES]
51
Kcat
(turnover number) - represents the amount of S converted to P on a per enxyme nasis
52
Kcat =
Vmax/[Et]
53
trends
Vmax increases with [Et] but Vmax is unchanged and therefore Km unchanged
54
where does a' come from
the derevation of M-M equation in presence of a competitive inhibior a' = 1 + [I]/Ki'