Dimethylamine, (CH3)2NH, is commonly found in plants and food (in very small amounts). A solution of 0.100 M dimethylamine is 2.4% ionized. Calculate Kb for this base.
(CH3)2NH + H2O
(CH3)2NH2+ +
OH-
Let concentration of (CH3)2NH = c
degree of dissociation = x
Lets write (CH3)2NH as B and (CH3)2NH2+ as BH+
ICE table is
| B | BH+ | OH- | |
| Initial | c | 0 | 0 |
| Change | -cx | +cx | +cx |
| Equilibrium | c - cx | cx | cx |
Now, base dissociation constant
Kb =
Or, Kb =
Or, Kb =
Given, C = 0.100 M.
Percent ionization = 2.4%
So, x = (2.4/100) = 0.024
Then, Kb = [0.100× (0.024)2] /(1 - 0.024)]
= (5.76×10-5/0.976)
= 5.90× 10-5 .
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