An enzyme has a Km for substrate of 10 mM and Vmax of 5 mol L-1
sec-1 at a total enzyme
concentration of 1 nM. At [S] = 10 mM, kcat is:
A) 2500 per M per sec.
B) 5000 per M per sec.
C) 1250 per M per sec.
D) 2500 per sec.
E) 5000 per sec.
We can use the following equation
Vmax = Kcat x [E]
Therefore ,
Kcat = Vmax / [E]
= 5 x 10 -6 / 10-9
= 5000 per sec.
Here it should be noted that the unit of Kcat is per sec.
An enzyme has a Km of 64.9 mM, determine the fraction (ratio) of Vmax, I.e., v/Vmax, that would be obtained at each substrate concentration below. a. 3.25 mM b. 64.9 mM c. 694 mM d. 6.49 M e. 64.9 M
Consider the enzyme-catalyzed reaction with Vmax=164 (μmol/L)min−1 and KM=32μmol/L. Part A If the total enzyme concentration was 6 nmol/L, how many molecules of substrate can a molecule of enzyme process in each minute? Express your answer to three significant figures. kcat kcat = 2.73×104 min−1 Part B Calculate kcat/KM for the enzyme reaction.
An enzyme catalyzes the reaction M N. The enzyme is present at a concentration of 3.5 nM, and the Vmax is 2.9 PM s-. The Km for substrate M is 6.5 MM. Calculate kcat kcat = 1 What values of Vmax and Km would be observed in the presence of sufficient amounts of an uncompetitive inhibitor to generate an a' of 1.3? apparent Vmax = UM S-1 apparent Km = UM
54. What is the catalyze reaction rate? Km=2 mM Kcat= 3 s-1 At the enzyme concentration=10 nM and substrate concentration= 3 mM
An enzyme catalyzes a reaction with a Km of 8.50 mM and a Vmax of 2.70 mM 5-1. Calculate the reaction velocity, vo, for each substrate concentration. [S] = 2.25 mM Vo: 0.5 mM.s-1 [S] = 8.50 mM 1.70 mMs-1 [S] = 13.0 mM [S] = 13.0 mM Vo: 2.05 mm. s-1
Question2 An enzyme solution has a Vmax of 10 μΜ/sec and a Km of 10 μΜ. What is the velocity Vo of the enzyme at the following substrate concentrations? 1 uM 10 uM 100 HM Question3 For an enzyme, the following measurements have been made: Substrate concentration [S] Initial velocity Vo 10 20 40 90 120 180 300 500 10,000 50,000 0.12 0.20 0.30 0.42 0.45 0.39 0.53 0.56 0.60 0.60
Values for an Enzyme and a substrate are: Km=4 uM and kcat=20/min. For an experiment where [S]=6mM, it was found that Vo=480nM/min. What was the enzyme concentration? Give your answer in nM. Using the same kcat and Km as the previous question, if [Et]=0.5uM gives a Vo=5 uM/min, what wat the [S]? Give your answer in uM. reaction is run with the kcat=20/min and the Km=4uM. Use the enzyme concentration from question 1 above. A very strong inhibitor is added creating...
At what substrate concentration would an enzyme with a kcat of 30.0 sec-1 and a Km of 0.0030 M have an initial velocity that is 25% of the maximum velocity? a. 0.0010M b 0.0090 M c. 0.0015 M d. 0.0060 M e.Cannot be determined
At what substrate concentration would an enzyme with a kcat of 30.0 sec-1 and a Km of 0.0030 M have an initial velocity that is 25% of the maximum velocity? a. 0.0010M b 0.0090 M c. 0.0015 M d. 0.0060 M e.Cannot be determined
An enzyme catalyzes the reaction M↽−−⇀N .
An enzyme catalyzes the reaction M = N. The enzyme is present at a concentration of 3.5 nM, and the Vmax is 1.9 uM -. The Km for substrate M is 2.9 uM. Calculate kcat kcat = 542.86 What values of Vmax and Km would be observed in the presence of sufficient amounts of an uncompetitive inhibitor to generate an a' of 1.5? apparent Vmax = 0.526 UM s-1 apparent Km = 1.2