Enzyme Kinetics Flashcards

1
Q

E + S ⇌ ES ⇌ E + P

Based on the equation from above, formulate the first reaction rate.

A

k1 [E][S]

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2
Q

E + S ⇌ ES ⇌ E + P

Based on the equation from above, formulate the second reaction rate

A

k2[ES]

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3
Q

Describe reaction rate and equilibrium of an enzyme in terms of enzyme kinetics. How do these two relate, how do they differ?

A

During enzyme activity, an enzyme converts substrates into products until it reaches its equilibrium. E + S ⇌ ES ⇌ E + P
Each equilibrium sign has its own rate AKA reaction rate. Each reaction rate can be formulated and can be described based on a reactant concentration x equilibrium constant

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4
Q

Mathematically explain the rate of reaction. Solve for the rate of reaction for the following scenario:
60mM of fructose-6-phosphate are converted by Phosphofructokinase (PFK) into fructose-1,6,-diphosphate. If 40mM of fructose-1,6,-diphosphate was produced in 10 seconds, what is the rate of reaction?

A

Rate of reaction - this is the speed of reaction that occurs and can be described by The V = d[P]/dt AKA Δ[P]/Δt

40mM/10 seconds = 4mM/sec

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5
Q

In terms of enzyme kinetics, what factors tend to be held constant? Why?

A

The enzyme concentration is usually held constant because the concentration of enzymes are not usually drastically changed in the body.

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6
Q

What is the purpose of the michaelis-menten equation? Describe its graph?

A

The Michaelis-Menten describes the rate of reaction of an enzyme based on the efficiency of the enzyme and its affinity to the substrates. Graphing the michaelis menten equation on a rate reaction [velocity] vs [substrates], the equation is defined asymptotically.

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7
Q

A + B -> C + D

Write a rate of consumption or production for each molecule. What is its relation to others?

A

V = - Δ[A]/Δt = - Δ[B]/Δt = Δ[C]/Δt = Δ[D]/Δt
Rate of A and B are negative because it is consumed
Rate of C and D are positive because they are being produced
These equations are not useful. Being able to express the rate as a whole is most useful! - use the rate law and rate constant

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8
Q

What is the reason and use of rate law?

A

Rate law - uses the rate constant and the concentrations of the equation mathematically express the rate of the chemical reaction as a whole

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9
Q

Based on this equation, write the rate law for the forward reaction. xA ⇌ yB

A

In any elementary reaction, can use the coefficients of the reaction to determine the order of the reactant is in the rate law. Therefore the coefficient is the exponent in the rate law. [note: in more complex reactions, you are no longer able to use the coefficients of the chemical reaction, have to determine the rate law experimentally!]
Rate forward = k_1 [A]^x

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10
Q

Based on this equation, write the rate law for the forward reaction. xA ⇌ yB

A

In any elementary reaction, can use the coefficients of the reaction to determine the order of the reactant is in the rate law. Therefore the coefficient is the exponent in the rate law. [note: in more complex reactions, you are no longer able to use the coefficients of the chemical reaction, have to determine the rate law experimentally!]
Rate Reverse = k_2[B]^y

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11
Q

You’re observing a reaction and note that this reaction has reached equilibrium. Surely this reaction’s forward reaction must be equal and opposite to the reverse reaction. When is this only true?

A

If the reaction achieves equilibrium, then the forward reaction equals the backwards reaction. In which k[A]^x = k[B]^y
Even though this may be true, k_1 does not necessarily have to equal k_-1. This is only true when [A] = [B] when equilibrium is achieved

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12
Q

If you are not given the equilibrium constant and have no way to experimentally determine this constant, what can you to do find this value of a reaction?

A

Use the Arrhenius equation: k = Ae^(-E_a/RT) this equation describes what the equilibrium constant is dependent on
A = Frequency factor
E_a = Activation energy
R = gas constant
T = absolute temperature - temp remains constant in the body

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13
Q

Which portion of the arrhenius equation tends to remain constant. Why?

A
k = Ae^(-E_a/RT) 
Activation energy (E_a is the only thing that has the ability to change and affect k as everything else is constant.
Enzymes decrease the activation energy, this leads to a larger e value. A larger e value leads to a larger k value, which is what increases the rate reaction rate = k[substrate]
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14
Q

What is the purpose of frequency factor in the arrhenius equation?

A

A - Frequency factor. This is the frequency of the collision seen in the reactants. According to the collision theory, the reactants have to collide with a great enough energy for the reaction to occur properly
With increase in collisions (therefore the frequency of collisions) the A value increases leading to K.

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15
Q

Does the enzyme affect frequency factor?

A

Enzymes rotate the substrates in a correct orientation and create a microenvironment that will increase the frequency of collision by decreasing the space between the substrates
Therefore Enzymes can increase A as well!!

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16
Q

Describe the relationship of rate of reactions and rate law.

A

Rate laws AKA the order of reaction show how the rate of a chemical reaction depends on reactant concentration.
Ex: For a reaction such as aA → products, the rate law generally has the form rate = k[A]^ⁿ

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17
Q

What order is this reaction?

A

Zeroth Order: if a reaction is zeroth order with respect to some reactant, then the rate is indpd of that reactant concentration
A -> B V = k[A]^0 = k

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18
Q

What can alter the order of reaction for a zeroth order of reaction?

A

No matter how we change the concentration of the reaction, the reaction rate will be the same in any scenario
A -> B V = k[A]^0 = k

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19
Q

Assess the reaction below:
C₉H₈O₄ (aspirin) + H2O -> C₇H₆O₃ (salicylic acid) + CH3COOH (acetic acid)
What order of reaction is this?

A

This is a first order of reaction in which the reaction rate is directly proportional to the reactant concentration of one of the reactants. In this manner, increase in aspirin and water, increases the products proportionally.
Rate = -Δ[A]/Δt = k[A]

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20
Q

What rate law does this reaction fall under: 2 NO2 → 2 NO + O2 Nitrogen dioxide decomposes into nitrogen monoxide and an oxygen molecule

A

Second order reactions are chemical reactions where the reaction consumes twice as much reactants to produce the one product
2A -> B

The reaction rate: V = k[A]^2
This is still a second order reaction. The result of V is still the same though. V will quadruple if A is doubled

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21
Q

Pseudo first order reactions are very similar to what other order reactions? What is this reaction type dependent on?

A

Pseudo First Order Reaction - a second order reaction that behaves like a first order reaction.
Ex: A + B -> C
The concentrations of A is very tiny but the concentrations of B is very high.
In this case, the reaction will behave like a first order. With a high concentration of B, increasing or decreasing the B, will have no affect no the rate.

However, changing the concentration of A will drastically change the rate of reaction.

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22
Q

Based on this chemical reaction, which step of the equation represents the steady state

A

Triglyceride + Lipase -> Triglyceride - lipase -> fatty acids + glycerol through lipase

Steady state - at a point of the reaction in which the ES - Enzyme Substrate Complex is constant. This assumption needs to be made when we’re looking at enzyme kinetics. We assume that the ES concentration is constant therefore the formation and loss of ES is equal to one another. Therefore the formation of ES is equal to the loss of ES. Therefore Triglyceride - lipase complex is constant

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23
Q

T/F - Once a substrate binds to its enzyme, it is destined to be converted into it products

A

False. This is true in some cases, but this is not always true. Exceptions: (1) Unbinding can occur (2) Binding can cause allosteric inhibitors (uncompetitive) to bind and lock substrate in place, but no conversion into products. (3) Binding of substrate to a an inactive enzyme due to noncompetitive inhibitor, will not cause products to be produced

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24
Q

Look at this generic formula for enzymes and substrates.
E + S ⇌ ES ⇌ E + P
Explain why it is generally assumed that only 3 reaction rates exist?

A

Overall reaction rate: Rate 1 = Rate -1 + Rate 2
k1[E][S] = K-1[ES] + K2[ES]

Rate -2 is not often indicated in a diagram as such because products tend to be more stable than the substrates and therefore are thermodynamically stable. This means that rate -2 is so small that we can see this as negligible

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25
Q

What molecules are reaction rates typically concerned with?

A
The Reactants of the reaction in progress 
Ex: E + S ⇌ ES ⇌ E + P
k1[E][S]
K-1[ES] 
K2[ES]
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26
Q

Micahelis and Menten identified their equation back in 1913. When they discovered their equation, what did they define their constant to represent? What trends does this constant have?

A

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

km - this is the inverse of affinity, meaning that as it increases in value, affinity decreases

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27
Q
km 
A. is directly proportional to the affinity of an enzyme
B. measured m/s^2
C. Vmax/2
D. decreases in competitive inhibition
A

C. Vmax/2
Km increases with competitive inhibition, is indirectly proportional AKA inverse of the affinity of the enzyme, and has units of molar (M) or moles/L
km is the [S] where Vo = ½ Vmax
Therefore the rate is half of its max

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28
Q

As you study a protease collected from the B SAFE labs, you note that the enzyme’s initial activity is very slow. What is it dependent on?

A
Michaelis-Menten Equation. 
Vo = (Vmax[S])/(km + [S]) 
Vo = the velocity of the reaction 
Vmax = max velocity of the reaction 
Km = the michaelis constant of the enzyme 
S = concentration of the substrate
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29
Q

Think of how to graph the Michaelis-Menten equation. What does it look like? Where can we define Km

A

This graph will be an asymptotic line on a reaction rate (velocity) vs substrate concentration axis. The velocity never reaches its Vmax, and only travels asymptotically - this occurs when [S] is much greater than Km value
Note: Equations where the intercept is the denominator such as f(x)=1/x are graphically represented asymptotically. This sets a limit to the value that can be figured out, and in this case it is 1

30
Q
The catalytic efficiency 
A. Km
B. Kcat
C. K[ES]
D. Vmax/[E]total
A

None of these. Catalytic efficiency = Kcat/Km, where Kcat = Vmax/[E]t and Km is the affinity of an enzyme to its substrate. Catalytic efficiency means increasing the rates, results in a more efficient chemical reaction within a biological system

31
Q

In bio class, you’re taking notes on an amylase (a starch digesting enzyme). Your professor asks you to count how many products are produced under the microscope every millisecond. Not wanting to stand and watch, you decide to leave to observe every 5 minutes only and do calculations after that time frame. How can you mathematically determine this?

A

Kcat = Vmax/[E]t - where vmax - is the max velocity of an enzyme and the [E]t is the total number of enzymes.
This is the enzyme’s turnover number. This means how much substrate and enzymes can turn into products in one second at its maximum speed

32
Q
Units for Kcat
A. M 
B. moles/L
C. m/s^2
D. s-1
A

D. Kcat -> units are sec-1 AKA per second

33
Q
What is the Michaelis Constant (Km)? 
A. The Vo at half of Vmax
B. The Vmax at half of Vo
C. The [S] at half of Vmax
D. The Vmax at half of [S]
A

C. The [S] at half of Vmax. Km = Vmax/2 - is a substrate concentration - therefore is a x axis value and not the reaction rate/speed of reaction

34
Q

Your brothers, Juan and you have always talked about a food competition. Imagine that today you all actually committed to this and just finished having a food competition at Suzy’s burger. This means that the amount of proteins and fats introduced into your bodies exceeds the amount of lipases and proteases normally found within. For normal enzymes, what occurs when there is an overwhelming concentration of substrates compared to enzymes.

A

With high amounts of substrates the reaction rate of an enzyme increases until it can no longer do so. This occurs when every enzyme is saturated with its substrate, leading to a decrease in rate reaction AKA leveling off shown in a michaelis menten graph (rate of reaction vs substrate [ ] )

35
Q

You assess succinyl-CoA synthetase and note the concentration of succinyl-CoA and Succinate are equal to one another. What is its -k value?

A

Succinyl-CoA is converted to Succinate through Succinyl-CoA Synthetase in the Krebs cycle.

When k has a negative sign associated, this entails that this is the rate in which the reaction reverses. At equilibrium, the rate of the forward AND reverse reaction are equal. This means that the magnitude of the -k should = k.

36
Q

Think about the final step of the Citric Acid Cycle. Why would most biochemists not considered the reverse action of: Malate-Malate Dehydrogenase ← Oxaloacetate? Write the overall reaction of this step of the Krebs cycle

A

ES

37
Q

As you assess an equilibrium constant value, you note that this equilibrium constant is a positive value. In which portion of the chemical reaction do chemists use the equilibrium equation to describe it?

A

The starting point of the equation is when the substrate is bound to the enzyme, therefore the rate law will mirror this fact
???

38
Q

Think about the michaelis-menten equation and its graph. Can you assess [ES] through these methods?

A

Vo = (Vmax[S])/(km + [S]) | graph: reaction rate vs [Substrate]
Cons of this equation - can’t seem to use the [ES] because the graph is not in accordance to ES complex but the [S]

39
Q

Assess this chemical reaction:
Succinate + Succinic Dehydrogenase ↔ Succinate-Succinic Dehydrogenase → Fumarate
Which of the following is the rate of formation of enzyme-substrate
A. ES = k2[E][S]
B. ES = k1[E][S]
C. ES = k1[ES]
D. ES = k2[E][S]

A

B. ES = k1[E][S] After forming succinate-succinyl dehydrogenase, this enzyme-substrate complex has 2 pathways to go: either go back into substrates OR it forms products

E + S ⇌ ES → E + P
k1[E][S]
K-1[ES] 
K2[ES] 
Remember no k-2 is not a usually noted
40
Q

In the Krebs cycle, it is generally assumed that citrate is converted to alpha-ketoglutarate in one step. Use this example to describe what a steady state is.

A

When a reaction is in a steady state - this assumption states that the intermediate ES complex is not changing - the formation of the ES complex is equal to the ES degradation. This means that Citrate-Isocitrate dehydrogenase formation = to its degradation (this can go back into substrates or products)

41
Q
Km
A. (k1+k2)/k-1
B. (k-1+k2)/k1
C. k2/(k1+k-1)
D. k1/(k-1+k1)
A

B. (k-1+k2)/k1 | Km is equal to ratio, can think of this in terms of products over reactants. The units are molar (mol/L)

42
Q

Describe enzymes at Km

A

This means that because enzymes are functioning half as efficiently as they can be, then safe to assume that half of enzyme;s active sites are filled as well

43
Q

Complex I of the ETC in the mitochondria has a functioning active site - NADH reductase. If the concentration of NADH is low at time 0, how does this affect the Michaelis-Menten Equation.

A

At time 0, substrate [ ] is very low, which should be much lower than the km value
Therefore Km > > > [S]
The sum of Km + [S] then equals Km because [S] is negligible and in neglecting this, the equation you create is:
Vo = (Vmax[S])/(km + [S]) => Vo = (Vmax/Km)([S)

44
Q

Glucose is present at very low concentrations in a cell during the fasted state. What reaction order is hexokinase at this moment? What does this reaction order tell us?

A

When substrate concentrations are present in very low [ ], this causes the michaelis menten equation to become linear Vo = (Vmax/Km)([S). In this manner, it creates a first order reaction with a rate law of V = k[S]^1 where
V = is the rate
K = the rate constant
S = the substrate concentration
This implies that the rate of the reaction is directly proportional to the substrate concentration at the beginning of the chemical reaction

Note: Hexokinase uses ATP to convert Glucose to Glucose-6-phosphate in the first step of glycolysis

45
Q

Assume the substrate concentration in a reaction rate is much greater than the enzyme concentration, how does this change the michaelis-menten equation?

A

[S] > > > Km => Km+[S] = [S]
Vo = (Vmax[S])/(km + [S]) => Vo = Vmax([S]/[S])
Meaning Vo = Vmax

46
Q

Assuming there are no feedback loops to this enzyme possible in our scenario, what is the reaction order of phosphoglycerate mutase when the substrate concentration is much greater than the enzymes? What does this order tell us?

A
Vo = Vmax 
This means that the reaction order is in 0th order, where V = k[S]^0
V = is the rate 
K = the rate constant 
S = the substrate concentration 

Zeroth order means the reaction rate is indpd of that reactant concentration because in simplifying the equation above, V = k

Note: phosphoglycerate mutase is an enzyme in glycolysis that converts 3-phosphoglycerate into 2-phosphoglycerate

47
Q

What environmental factors shape the Km of an enzyme?

A

Km depends on the type of enzyme, type of substrate, conditions and environment the reaction is going to take place (pH and Temperature) and inhibitors/activators

48
Q

Contrast the 2 meanings of Km.

A
  1. Km = Vmax/2 | where [S] at which the enzyme’s rate is

2. Km = (k-1+k2)/k1 | k1 = is the association of ES, k-1 = the formation of E+S, k2 = formation of E+P

49
Q

How does Km change when the ES dissociation back to E and S is much greater than the ES dissociation to E and P.

A

When k-1&raquo_space;> k2, this causes km = (k-1+k2)/k1 = k-1 / k1
At this point km changes its meaning to describe the dissociation of ES back into enzyme and substrate
Because the numerator is much larger than denominator, Km is very large, meaning that the enzymes does not hold substrates very well.

50
Q

Imagine a point mutation results in the production of a mutated pyruvate kinase that causes faster and tighter attachments to PEP but less production of Pyruvate. How does this km compare to a scenario in which the k-1 is much larger than k2?

A

In this scenario k1&raquo_space;> k2 this causes (k-1+k2)/k1 => k-1/k1 | This scenario demonstrates a bigger denominator, meaning that km is small, and therefore the enzyme has a tighter bond

Much like the first scenario, the second scenario also produces a km = k-1/k1 Unlike the first scenario, the numerator in this scenario is much bigger than the denominator, leading km to be much bigger, meaning the enzyme does not tightly bind to the its substrate

51
Q

Write the rate law for this equation:
Triose Phosphate Isomerase - Dihydroxyacetone phosphate → Triose Phosphate Isomerase + Glyceraldehyde-3-phosphate
Explain why you chose to write this rate law

A

Vo = k [Triose Phosphate Isomerase - Dihydroxyacetone phosphate]
Rate laws should encompass equilibrium constant*substrate concentration

52
Q

Solve for the equilibrium constant of this equation:

1,3 bisphosphoglycerate - phosphoglycerate kinase → phosphoglycerate kinase + 3-phosphoglycerate. What does this mean?

A

Assuming that at this point all available enzymes are saturated with 1,3 bisphosphoglycerate, this causes, we can replaced [1,3 bisphosphoglycerate - phosphoglycerate kinase] with [phosphoglycerate kinase]total and when all enzymes are completely saturated, the max velocity of the enzyme has been reached

This means Vmax = k [phosphoglycerate kinase]total
k = Vmax/ [phosphoglycerate kinase]total

In other words, this relationship entails the turnover rate of the enzyme in which we term Kcat

53
Q

Upon reading an article about Krebs cycle, you note that the first step of Krebs is much more complex than described in biochem classes. Citrate has to be converted into cisaconitate, which is then converted by the same enzyme into D-isocitrate before Isocitrate dehydrogenase can successfully bind to the substrate to convert it into α-ketoglutarate. If you find that the kcat of aconitase is only 2M and isocitrate dehydrogenase’s kcat has a value of 10 mol/L what does this tell you about the 2 enzyme’s relationship?

A

Kcat - Turnover number = the number of substrate that can be transformed into a single product in our scenario/time. This means that aconitase is only able to convert 2 mol/L of substrate present while isocitrate dehydrogenase can transform 5mol/L. However because isocitrate DH depends on aconitase, it can never reach its max enzymatic velocity

54
Q

Find the Kcat of Carbonic anhydrase solution of 0.1M total with a max efficiency speed of 60,000M per second.

A

At this concentration, when all the active sites of this enzyme mixture are all filled with the substrate, the maximum rate is 60,000Molar of substrates a second.
Therefore K2 = Kcat = Vmax/ [E]total = (60,000M/s) / 0.1M
600,000 sec-1
A single enzyme can transform 600,000 substrates to products every single second Therefore it transforms one substrate into a single product every 1/600,000 second

Note: This enzyme is found in RBC. allows transformation of CO2 to H2CO3

55
Q

DNA Polymerase I has a Kcat of 15 substrates/second compared to carbonic anhydrase with a kcat 60,000 M/sec. Based on their rate of velocity, what are the advantages of their rates to their function?

A

DNA Pol I replicates DNA by attaching nucleotides complementary to the DNA strand. Because this enzyme must commit to a precise and accurate function, it must work at a slow rate compared to carbonic anhydrase. Carbonic Anhydrase on the other hand has a kcat of 60,000 M/sec. It’s rapid function allows the enzyme to quickly neutralize the blood and prevent the pH from rising.

56
Q

How do you find the amount of time in which an enzyme converts substrates to products

A
Kcat = # substrates -> products/ time 
Time = # substrates converted / Kcat
57
Q

What is the physiological concentration of substrate to Km. How does this affect the enzyme’s velocity?

A

Under typical physiological conditions, the substrate concentration is typically very low
0 < [S] < Km
Therefore within the cell, the velocity is usually way below its Vmax as well

58
Q

If insulin’s affinity is lower in molar concentration than glucose, determine how the rate reaction will occur if you consumed some bread.

A

When substrate [ ] «< Km - changes in substrate [ ] will greatly affect the reaction rate. If an enzyme has a SMALL KM they it achieves maximal catalytic efficiency (Vmax )
at a low substrate concentration!
In this the total enzyme contraction is equal to the concentration of the ES complex AND the Enzyme will not binnd by any substrate

59
Q

In testing fumarase, you note that its michaelis constant has a value of 9.3e-3 M. What does this Km say about the enzyme?

A

If KM is HIGH (large number) =
Substrate is held weakly (LOW affinity)
1. Reaches Vmax at a higher [S]
2. Large number means 10-1 – 10-3 M

60
Q
This equation: V = (Vmax [S]) / (Km + [S]) 
Describes what time period of an enzyme 
A.The beginning of the reaction 
B. The products are released 
C. When the reaction is mid way in 
D. When inhibitors bind to the enzyme
A

A.The beginning of the reaction. The Michaelis-Menten Equation usually describes the catalysis of an enzyme at the beginning stages

61
Q
What is used to graphically depict inhibitors of enzymes? 
A. Michaelis Menten 
B. Lineweaver Burke
C. Hill’s Coefficient 
D. Sigmoidal graph
A

B. Lineweaver Burke. This is the same as the Michaelis Menten equation in another lens which cannot not be assessed through the Michaelis Menten. You take the inverse of the Michaelis Menten to create a linear graph

62
Q

If phosphoglucose isomerase has a michaelis menten value of 5e-2 M. If it has a max velocity of 500 m/s and a total of 10 M glucose-6-phosphate. What is the slope of this enzyme’s activity in lineweaver burke

A
Vo = (Vmax[S])/(Km + [S])
Take the inverse 
1/Vo = Km/Vmax[S] + [S]/(Vmax[S]) 
=> 1/Vo + Km/Vmax*1/[S] + 1/Vmax
Y = m x + b 
Slope km/vmax = 5e-2M/500m/s => 1e-4 M*s/m
63
Q
Competitive Inhibitors bind 
A. Alternative subunits of the protein 
B. Alternative active site of the protein 
C. Allosteric site
D. Active site
A

D. Active site. This creates an enzyme-inhibitor complex

64
Q

In Michaelis-Menten Kinetics experiments, which of the following is assumed to be true?

I. Substrate concentration is constant.
II. Increasing the Enzyme concentration will not change Vmax.
III. The enzymes are saturated at Vmax.

(A) I Only
(B) III Only
(C) I and II Only
(D) I, II, and III

A

(B) III Only
In Michaelis-Menten Kinetics experiments:
- ENZYME concentration is held constant as we increase the substrate concentration.
- If you were to increase the enzyme concentration, the Vmax would increase.
- The enzymes are saturated at Vmax.

65
Q

What is the Michaelis constant (Km)?

(A) The Vo at half of Vmax
(B) The Vmax at half of Vo
(C) The [S] at half of Vmax
(D) The Vmax at half of [S

A

(C) The [S] at half of Vmax

The Michaelis constant (Km) is the substrate concentration where the initial velocity (Vo) is equal to 1/2 of Vmax.

66
Q
Vmax/2 
A. Km > [S] 
B. Km = [S]
C. Km = 0 
D. Km < [S]
A
B. Km = [S]. When the reaction rate is = to half of the Vmax, Km = [S] 
Vmax/2 = (Vmax[S])/(Km + [S])
Vmax (Km + [S]) = 2(Vmax[S])
Km + [S] = 2[S] 
Km = [S]
67
Q

Draw a Lineweaver-Burke plot. What is the equation for the x- and y- intercept? What about the slope?

A
X axis: 1/[S]
Y axis: 1/v
Slope:  km/vmax 
Y intercept : 1/vmax
X intercept: -1/km

Line is linear

68
Q

You come across a disease that has a degenerate enzyme. You find that this enzyme, succinyl-CoA synthetase’s affinity for its substrate is very low. What can a scientist do to change the enzyme and cause it to increase its want to bind and catalyze its substrate?

A

The Km value of substrate cannot be altered by changing the concentration of substrate or enzyme

69
Q

You come across a disease that has a degenerate enzyme. You find that this enzyme, succinyl-CoA synthetase’s affinity for its substrate is very low. What can a scientist do to change the enzyme and cause it to increase its want to bind and catalyze its substrate?

A

The Km value of substrate cannot be altered by changing the concentration of substrate or enzyme

70
Q

Use the Michaelis- Menten equation to relate the velocity to concentrations of enzymes and substrates

A
v = (vmax [S]) / (Km + [S]) 
vmax = [E]kcat 
v = kcat[E][S]/(km + [S]) - at low concentrations of substrates, km+[S] => km
v = kcat/km[E]total[S]
71
Q

Relate vmax to kcat

A

vmax = [E]kcat