Data for metabolic rate as a function of mass is provided below. It is believed that...

  

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Data for metabolic rate as a function of mass is provided below. It is believed that the data follows the power relationship. i.e. metabolism = a mass where a and are coefficients. Animal Cow Mass (kg) 400 Human 70 Sheep 45 Hen 2 Rat Dove 0.3 0.16 Metabolism (watts) 270 82 50 4.8 1.45 0.97 A. Use the polyfit() function in MATLAB to determine the non-linear coefficients and r value. Print the non-linear equation and r value using fprintf. B. Plot the data as red diamonds. Then use the non-linear function to interpolate/extrapolate the metabolic rate values for the mass values starting from Okg to 500kg. Plot this as a blue line on the same figure. Also, determine the metabolic rate of a 200kg tiger and plot this as a black diamond on the same figure. Use sprintf to print the non-linear equation into the title of the plot. Win Data for metabolic rate as a function of mass is provided below. It is believed that the data follows the power relationship. i.e. metabolism = a mass where a and are coefficients. Animal Cow Mass (kg) 400 Human 70 Sheep 45 Hen 2 Rat Dove 0.3 0.16 Metabolism (watts) 270 82 50 4.8 1.45 0.97 A. Use the polyfit() function in MATLAB to determine the non-linear coefficients and r value. Print the non-linear equation and r value using fprintf. B. Plot the data as red diamonds. Then use the non-linear function to interpolate/extrapolate the metabolic rate values for the mass values starting from Okg to 500kg. Plot this as a blue line on the same figure. Also, determine the metabolic rate of a 200kg tiger and plot this as a black diamond on the same figure. Use sprintf to print the non-linear equation into the title of the plot. Win