Part1: Preparation of Standard Solutions and Determination of Absorbances of the Standard Solutions: Preparation of Standard Solutions – known concentration of FeSCN2+
Fe3+ + SCN- à [Fe(SCN)]2+
[FeSCN2+]/ [Fe3+][ SCN-] = Kc
In this set of beakers the concentration of Fe3+ ions is overwhelming greater than the concentration of SCN- ions. This shifts the equilibrium to the right so far that ALL the SCN- ions will react to become FeSCN2+ ions.
So in this set of beakers the concentration of the FeSCN2+ ions will be equal to the initial concentration of the SCN- ions. This initial concentration can be calculated using MV=MV to find the new concentration of ions in the new volume of 25.0mL.
With known concentration of FeSCN2+ we can calculate the absorbance of the solution using the measured percent absorbance. Graphing the Absorbance as a function of concentration will yield a line that will allow us to find the concentration of other solutions that we do not already know the concentration.
M1V1= M2V2
0.001 (1ml) = x (25); x = 0.00004 M
0.001 (2ml) = x (25); x = 0.00008 M
0.001 (3ml) = x (25); x = 0.00012 M
0.001 (4ml) = x (25); x = 0.00016 M
0.001 (5ml) = x (25); x = 0.00020 M
Initial concentration of SCN- ions and final concentration of FeSCN2+
Solution |
Volume of 0.001M NaSCN (ml) |
Initial concentration of SCN- |
Final concentration of FeSCN2+ in 25 ml (Answer: A4) |
1 |
0 |
0 |
0 |
2 |
1 |
0.00004 M |
0.00004 M |
3 |
2 |
0.00008 M |
0.00008 M |
4 |
3 |
0.00012 M |
0.00012 M |
5 |
4 |
0.00016 M |
0.00016 M |
6 |
5 |
0.00020 M |
0.00020 M |
From this known concentration of FeSCN2+ and absorbance value at lambda max we can plot a standard curve. Then by using equation for straight line we can calculate concentration of FeSCN2+ for any unknown sample. (Answer for A4 is last column in above table)
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