The Elements of Qualitative Chemical Analysis, vol. 1, parts 1 and 2.: With Special Consideration of the Application of the Laws of Equilibrium and of the Modern Theories of Solution.Stieglitz, Julius
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The Elements of Qualitative Chemical Analysis, vol. 1, parts 1 and 2.: With Special Consideration of the Application of the Laws of Equilibrium and of the Modern Theories of Solution.
Stieglitz, Julius
Chemistry, Analytic -- Qualitative
The bearing of these relations, which, it will be noted, concern
‹concentrations of silver-ion›, can best be seen by working with
solutions of definite concentrations.
If the solution we have just prepared is diluted with water to 200
c.c., a 0.05 molar solution of [(NH_{3})_{2}Ag]NO_{3} is formed. In
such a solution, the concentration, [Ag^{+}], of the silver-ion is
only 0.0009,[432] whereas in 0.05 molar silver nitrate solution it
is 0.0435. It is clear that the reactions of the silver-ion will
not be observed as readily in such an ammoniacal solution as in a
solution of silver nitrate, which contains the same concentration of
‹total silver›. That such is the case, may be readily demonstrated as
follows: the addition of 1 c.c. of molar sodium bromate to 10 c.c.
of 0.05 molar silver nitrate immediately forms a heavy precipitate
of the moderately difficultly soluble bromate, AgBrO_{3}, while the
same addition to 10 c.c. of the 0.05 molar silver-ammonium nitrate
solution produces no precipitate whatever (‹exp.›). [p221]
A liter of water dissolves 0.025 mole (6 grams) of silver
bromate[433] at 18°. If the same degree of ionization be assumed
for it as for a 0.025 molar solution of the analogous salt, silver
nitrate, AgNO_{3}, 90% of the silver bromate in the saturated
solution is ionized. The solubility-product constant then is
[Ag^{+}] × [BrO_{3}^{−}] = (0.025 × 0.9)^2 = 0.0005.
When 1 c.c. of molar sodium bromate is added to 10 c.c. of 0.05 molar
silver nitrate, each salt is ionized 80% in the mixture, and
[Ag^{+}] = 0.05 × 0.8 × 10 / 11 = 0.037 and [BrO_{3}^{−}] =
(1 × 1 / 11) × 0.8 = 0.072. Then the product of the ion
concentrations, [Ag^{+}] × [BrO_{3}^{−}] = 0.037 × 0.072 = 0.0027, is
considerably larger than the constant 0.0005 and precipitation
follows.
But, when 1 c.c. of molar sodium bromate is added to 10 c.c. of
a 0.05 molar silver-ammonium nitrate solution, the concentration
of silver-ion[434] is 0.00085 and the product of the ion
concentrations, [Ag^{+}] × [BrO_{3}^{−}] = 0.00085 × 0.072 = 6E−5,
is smaller than the constant; the solution will not be saturated
with silver bromate and no precipitate is formed.
On the other hand, if 1 c.c. of a 0.1 molar solution of sodium
chloride is added to 10 c.c. of 0.05 molar silver-ammonium nitrate
solution, a very decided precipitate of silver chloride is formed
(‹exp.›). The difference in the action of the sodium bromate and
the chloride lies in the fact that silver chloride is 2500 times as
insoluble as is silver bromate, and the chloride may be precipitated
from solutions containing a ‹very much smaller concentration of the
silver-ion› than is required for the precipitation of silver bromate.
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