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Record 1,  Textual support,  English

Record number: 1, Textual support number: 1 DEF

A form of the Michaelis-Menten equation in which reciprocals of both sides are equated to give the linear form, l/V = (K_m/V_max)(1/(S] + 1/V_max, where V is the reaction velocity, (S) is the substrate concentration, and K_m is the Michaelis-Menten constant. A plot of 1/V (the Y coordinate) as a function of 1/(S) (the X coordinate) is a straight line from which V_max, the maximal velocity, can be determined from the y-intercept (=1/V_max) and K_m which measures the enzyme-substrate affinity, can be determined from the x-intercept (=-1/K_m).  1, record 1, English, - Lineweaver%20%2D%20Burk%20equation

Record number: 1, Textual support number: 1 OBS

Several other linearized forms of the Michaelis-Menten equation have been derived:[S)/V) = (1/V_max) (S) + K(subscript m]/V_max) (Hanes Plot), and (V) = (-V/(S] (K_m) + (V_max) (Eadie-Hofstee Plot). These equations make it possible to calculate K^m values from experimental data and are useful in the study of enzyme activation and inhibition.  1, record 1, English, - Lineweaver%20%2D%20Burk%20equation

Record 1,  Textual support,  French

Record number: 1, Textual support number: 1 DEF

Transformation algébrique [de] l'équation de Michaelis-Menten : 1/V = 1/V_max + K_m/V_max 1/S. C'est l'équation d'une droite interceptant l'axe des Y à 1/V_max et de pente - K[incide m]/V_max. Ceci permet une détermination graphique de K_m.  2, record 1, French, - %C3%A9quation%20de%20Lineweaver%20et%20Burk

Record 1,  Textual support,  Spanish