In: Chemistry
Solution
Absorbance
[Fe(SCN)2+]eq
B-1
0.060
1.4*10-5
B-2
0.151
3.8*10-5
B-3
0.323
8.07*10-5
B-4
0.381
9.5*10-5
B-5...
Solution |
Absorbance |
[Fe(SCN)2+]eq |
B-1 |
0.060 |
1.4*10-5 |
B-2 |
0.151 |
3.8*10-5 |
B-3 |
0.323 |
8.07*10-5 |
B-4 |
0.381 |
9.5*10-5 |
B-5 |
0.427 |
1.06*10-4 |
Solution |
Vol of 0.002 M Fe3+ |
Volume of 0.002 M SCN- |
Volume of H2O |
B-1 |
5.0 mL |
1.0 mL |
5.0 mL |
B-2 |
|
2.0 mL |
4.0 mL |
B-3 |
5.0 mL |
3.0 mL |
3.0 mL |
B-4 |
5.0 mL |
4.0 mL |
2.0 mL |
B-5 |
5.0 mL |
5.0 mL |
1.0 mL |
2. Determine the equilibium concentration of each of the
reactants and products in Solution B-1 using the
table provided below (ICE table). Fill in all blank values
|
[Fe3+] |
[SCN-] |
[Fe(SCN)2+] |
Initial Concentration |
|
|
|
Change in Equilibrium |
|
|
|
Equilibrium Concentration |
|
|
|
3.Determine the equilibium concentration of each of the
reactants and products in Solution B-2 using the
table provided below (ICE table). Fill in all blank values
|
[Fe3+] |
[SCN-] |
[Fe(SCN)2+] |
Initial Concentration |
|
|
|
Change in Concentration |
|
|
|
Equilibrium Concentration |
|
|
|
4.Determine the equilibium concentration of each of the
reactants and products in Solution B-3 using the
table provided below (ICE table). Fill in all blank values
|
[Fe3+] |
[SCN-] |
[Fe(SCN)2+] |
Initial Concentration |
|
|
|
Change in Concentration |
|
|
|
Equilibrium Concentration |
|
|
|
5. Determine the equilibium concentration of each of the
reactants and products in Solution B-4 using the
table provided below (ICE table). Fill in all blank values
|
[Fe3+] |
[SCN-] |
[Fe(SCN)2+] |
Initial Concentration |
|
|
|
Change in Equilibrium |
|
|
|
Equilibrium Concentration |
|
|
|
6.Determine the equilibium concentration of each of the
reactants and products in Solution B-5 using the
table provided below (ICE table). Fill in all blank values
|
[Fe3+] |
[SCN-] |
[Fe(SCN)2+ |
Initial Concentration |
|
|
|
Change in Equilibrium |
|
|
|
Equilibrium Concentration |
|
|
|
I have no idea how to do problems 2-6. Could someone please help
me. Your help is always greatly appreciated! Thank you in
advance.