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0.12 115 10 0.18 130 12 0.42 202 14 0.90 335 18 2.10 510 20 6.00 890 30 18.00 1700 40 42.00 2600 50 python
0.12 115 10 0.18 130 12 0.42 202 14 0.90 335 18 2.10 510 20 6.00 890 30 18.00 1700 40 42.00 2600 50
python
= Fitting a Power Law Function Small nanoparticles of soot suspended in water start to aggregate when salt is added. The average radius r of the aggregates is predicted to grow as a power law in time t according to the equation r rot. (The data is in the file sootAggregation.txt. The columns are: time (mins), Avg. Radius (nm), Uncertainty in Radius (nm)). Taking the logarithm of this equation gives Inr = n Int+Inro. Thus the data should fall on a straight line if Inr is plotted vs Int. Fit a regression line to the data using Inr = n lnt + In ro and find values for n and ro. = Fitting a Power Law Function Small nanoparticles of soot suspended in water start to aggregate when salt is added. The average radius r of the aggregates is predicted to grow as a power law in time t according to the equation r rot. (The data is in the file sootAggregation.txt. The columns are: time (mins), Avg. Radius (nm), Uncertainty in Radius (nm)). Taking the logarithm of this equation gives Inr = n Int+Inro. Thus the data should fall on a straight line if Inr is plotted vs Int. Fit a regression line to the data using Inr = n lnt + In ro and find values for n and roStep by Step Solution
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