The following growth equation was derived for color-dyed rock candy: (R - 1.8 * 10^-3 mm/min)/(3 * 10^-3 mm/min - R) = 1/(AC^m) where R is growth rate in units [mm/min] and C is concentration  of dye in parts per million (ppm). Growth rate data was collected for the following concentrations: C (ppm)          50              75             100             125              150 R (mm/min) 0.0025     0.0022     0.00204     0.00195     0.0019   What are the numerical values and units of A and m, which are both constants in the equation?   For a dye concentration of 400ppm, what is the estimated growth rate? Are you confident in this estimate, why or why not?

Chemistry
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  1. The following growth equation was derived for color-dyed rock candy:

(R - 1.8 * 10^-3 mm/min)/(3 * 10^-3 mm/min - R) = 1/(AC^m) where R is growth rate in units [mm/min] and C is concentration

 of dye in parts per million (ppm). Growth rate data was collected for the following concentrations:

C (ppm)          50              75             100             125              150

R (mm/min) 0.0025     0.0022     0.00204     0.00195     0.0019

 

  1. What are the numerical values and units of A and m, which are both constants in the equation?

 

  1. For a dye concentration of 400ppm, what is the estimated growth rate? Are you confident in this estimate, why or why not?
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