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Interpretation of Michaelis Menten Equation
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Michaelis-Menten Graphically representation:
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Interpetation of Mechales Menten equation There are three main points K m=[s] K m>>>[s] [s]>>> K m
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Case 1: When Km=[s] Thus Km describe that substrate concentration that is needed to achieve the reaction rate is exactly half of the Vmax V o= V max[s] [s]+[s] V o= V max[s] 2[s] V o= V max 2
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Case 2 In the bbegninng When concentration of substrate is very low Km>>>[s] Thus at this point The rate of reaction is directly proportional to the substrate concentration inccreasing [s] increases the rate of reaction V o= V max[s] K m
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Case 3 At the end [s]>>>km So so increasing the concentration of substrate does not effect rate of reaction V o= V max[s] [s] V o= V max
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Lineweaver–Burk Plot It is also known as double reciprocal plot. The plot provides a useful graphical method for analysis of the Michaelis– Menten equation :
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Taking the reciprocal gives
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Graph:
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Interpretation of k m with respect to k 2 and k -1 Case 1 k2 ˂ ˂ k-1 km and kd Case 2 k2 ˃ ˃ k-1 km
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Interpretation of V max V max depends on rate limiting step: If k 2 is rate limiting then V max = k 2 [Et] If k3 is rate limiting then V max = k 3 [E t ]
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When several steps are partially rate limiting kcat First order rate constant Turnover number
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Comparing Catalytic Mechanism And Efficienies
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The kinetic parameter Km and Kcat are useful for study and Comparasion of different enzymes. Km is Michaels constant Kcat is 1st order rate constant or turnover number Values of kcat and km → cellular environment. Substrate concentration encountered in vivo by enzyme and chemistry of reaction. Evaluate kinetic efficiency of enzymes. Two enzymes catalyzing different reactions→same K cat
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Rate of catalyzed and uncatalyzed reactions is different K m depends on substrate concentration Specificity constant: to compare the catalytic efficiency of different enzymes or K cat of different substrate by same enzyme is to compare ratio for two reactions → rate constant is conversion of E + P. when [S] << K V 0 = k cat /k m [E t ] [S]
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