Dilution lowers the concentration of the undissociated electrolyte, so the equilibrium can shift toward the ionic species. Because the dissociation constant remains fixed at a given temperature, the value of α must increase as C decreases in Ka = Cα²/(1 − α). This relationship explains why a more dilute solution contains a greater ionized fraction.
The approximation assumes that ionization is small, making α much less than one. Under that condition, the term 1 − α is treated as approximately one, simplifying Ka = Cα²/(1 − α) to Ka ≈ Cα². It provides a convenient estimate of the degree of ionization when the weak electrolyte remains only slightly dissociated.
No. At a fixed temperature, dilution changes the concentration and degree of dissociation, but not Ka. The law therefore describes a new balance between C and α while preserving the same dissociation constant. This distinction separates a change in the composition of the solution from a change in the equilibrium constant itself.
To estimate α, use the electrolyte concentration C together with the dissociation constant Ka in the exact relation Ka = Cα²/(1 − α). If ionization is small, the simpler expression α ≈ √(Ka/C) can be used instead. Comparing the two approaches indicates whether the small-ionization approximation is suitable for the stated concentration.
Conductivity measurements provide experimental information about ionization in a solution. When measurements are made for a weak electrolyte at a known concentration, the resulting ionization information can be related to C and α in the law. This allows researchers to determine a dissociation constant or evaluate the degree of ionization rather than relying only on a theoretical estimate.
Weak acids and bases do not ionize completely, so their behavior can be described through the balance between concentration, degree of dissociation, and Ka. Applying the relationship helps quantify that balance and illustrates how equilibrium responds to dilution. In chemistry, it therefore supports calculations of dissociation constants and ionization for these weak electrolytes.