Using the following reaction data points, construct a Lineweaver-Burk plot by dragging the points to their relevant coordinates on the graph and drawing a line of best fit. Based on the plot, determine the value of keat given that the enzyme concentration in this experiment is 5.0 μM. 1 1 μM [S] VSHM-1 100.0 0.100 75.0 0.080 50.0 0.060 15.0 0.030 10.0 0.025 5.0 0.020 1/ Answer: 0.15 Click to Draw Line of Best Fit 0.1 Movable Points (50.0, 0.060) (100.0, 0.100) (75.0, 0.080) 0.05 I Line of Best Fit: (10.0, 0.025) (15.0, 0.030) 8.4x10x+0.0168 (5.0,0.020) 0 50 Keat= -0.05 11.8476 100 1/[S]

The following data were obtained in a study of an enzyme known to follow Michaelis-Menten kinetics. Product formed (mmol/min) Substrate added (mmol/L) 217 0.8 325 2 433 4 488 6 647 1000 The Km for this enzyme is approximately: 4 mM. 2 mM. 1 mM. 6 mM. 1000 mM.

8. Data on the speeds of a Michaelis-Menten enzyme reaction v (in micromolar/minute) as a function of the substrate concentration S (in micromolar) has been collected. Your goal is to find a model that fits this data. a) What type of transformation do you need to do for the data so that the transformed data looks like a linear function? b) Assume that the appropriate transformation on the data has been performed and that a linear regression line has been fitted to the transformed data and that its equation is given by Y = 0.501147.X +0.454986 Compute the parameters Vmax and KM and write the model. and KM = v(S) = micromolar minute c) What is the context domain of this function? d) Predict the speed of the reaction (in micromolar/minute) when the concentration is 12.45 micromolar. Round your answer to two decimal places. v(S) = micromolar minute e) What is the maximal speed of the reaction? micromolar minute

How can I isolate mJuce in the equation, Please go step by step mJuce * XJuce = (mJuce-mVapor) *XConcentrate