Starting with equation A bFeCN63 derive equation A d kFgl
Starting with equation (A = b[Fe(CN)6]3-) derive equation [A = d + kFglucose]. Hint: write [Fe(CN)6]3- in terms of the formal concentration of glucose and the initial concentration of [Fe(CN)6]3- and recognize that ‘d’ and ‘k’ are arbitrary constants.
Solution
Beer’s law relates absorbance to both transmittance and to the concentration of the absorbing species
A = –logT = bC
The amount of [Fe(CN)6]3- is directly proportional to the amount of glucose
 present.
here C=C0 + F[glucose] here C0= initial concentation of [Fe(CN)6]3-
substituting A=-logT =b(C0 +[glucose]) =bC0+bF[glucose] =d+kF[glucose]
here ‘d’ = bC0 and ‘k’ =b are arbitrary constants.
![Starting with equation (A = b[Fe(CN)6]3-) derive equation [A = d + kFglucose]. Hint: write [Fe(CN)6]3- in terms of the formal concentration of glucose and the i Starting with equation (A = b[Fe(CN)6]3-) derive equation [A = d + kFglucose]. Hint: write [Fe(CN)6]3- in terms of the formal concentration of glucose and the i](/WebImages/9/starting-with-equation-a-bfecn63-derive-equation-a-d-kfgl-1000199-1761515133-0.webp)
