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Unformatted text preview: Problem Set 3 1) You are studying an enzyme, Glucose Isomerase, which converts glucose to fructose. To study the kinetics of the enzyme, you mix a small amount of enzyme with various concentrations of glucose and measure the reaction rate. You obtain the following results. [S] = [glucose, v=velocity. a. Estimate Vmax and Km for the data by plotting v as a function of [S] Eyeballing, can guess curve flattens out at about Vmax = 150 μ M/min, in which case Km is about 25 μ M. b. A LineweaverBurke plot [S] μ M v μ Mmin1 5 22 10 39 20 65 50 102 100 120 200 135 Page 1 of 5 Problem Set 6 1/26/2010 http://www.michaelpready.com/mready/ProblemSet3Spring09Key.htm Vmax = 1/0.0061 = 164; Km/Vmax = 0.1961, so Km = 164*.1961 = 32 By the way, there is also another plot called an EadieHofstee plot, which I blew off for time constraints, which is commonly used and plots v vs. v/[S]. The yintercept is Vmax and the slope is –Km. Km is about 30, Vmax is about 158 2) In your experiment, the total concentration of Glucose Isomerase is 1 nM. a. How many reactions can an enzyme catalyze in 1 minute? (i.e. what is k cat ) If we average the results from b and c above, we get Vmax = 161...
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This note was uploaded on 11/03/2010 for the course CH 369K taught by Professor Techniquesofresearch during the Spring '08 term at University of Texas.
 Spring '08
 TECHNIQUESOFRESEARCH

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