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Chapter 12: Enzyme, Kinetics,Inhibition and Control

Q1.

Page 373

Write the rate equations for a first-order and a second-order reaction.

Q1.

Page 398

Consider the nonenzymatic elementary reaction A 鈫 B. When the
concentration of A is 20 mM, the reaction velocity is measured as 5 碌M
B produced per minute. (a) Calculate the rate constant for this reaction.
(6) What is the molecularity of the reaction?

Q10.

Page 398

Identify the enzymes in Table 12-1 whose catalytic efficiencies are near the diffusion-controlled limit.

Q10CP

Page 382

What distinguishes an inhibitor from an inactivator?

Q11.

Page 398

Calculate KMand Vmax from the following data:

[S](渭惭)

v0(mMs1)

0.1

0.34

0.2

0.53

0.4

0.74

0.8

0.91

1.6

1.04

Q11CP

Page 382

Why might an enzyme鈥檚 substrate, transition state, and product all serve as starting points for the design of a competitive inhibitor?

Q12.

Page 399

Describe the effects of competitive, uncompetitive, and mixed inhibitors on KM and Vmax.

Q12P

Page 399

Explain why each of the following data sets from a Lineweaver Burk plot are not individually ideal for determining KM for an enzyme catalysed reaction that follows Michaelis-Menten kinetics.

Set A

1/[S] (mM鈦宦)

1/v0 (饾泹惭鈦宦.蝉)

0.5

2.4

1.0

2.6

1.5

2.9

2.0

3.1

Set B

1/[S] (mM鈦宦)

1/v0(饾泹惭鈦宦.蝉)

8

5.9

10

6.8

12

7.8

14

8.7

Q13.

Page 399

The KM for the reaction chymotrypsin with N-acetylvaline ethyl ester is 8.8102M, and the KM for the reaction of chymotrypsin with N-acetyltyrosine ethyl ester is 6.6104M. (a) Which substrate has the higher apparent affinity for the enzyme? (b) Which substrate is likely to give a higher value for Vmax?

Q13CP

Page 382

How can inhibitor binding to an enzyme be quantified?

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