Acid–base equilibria involve the transfer of protons
The concentration of hydrogen ions in aqueous solution covers a very wide range. Therefore, a logarithmic scale, the pH scale, is used as a measure of hydrogen ion concentration. pH = –log10[H+ ]
Water is slightly dissociated.
Kw is derived from the equilibrium constant for this dissociation.
Kw = [H+ ][OH– ]
The value of Kw varies with temperature
Weak acids and weak bases dissociate only slightly in aqueous solution.
Ka is the dissociation constant for a weak acid.
pKa = –log10 Ka
A buffer solution maintains an approximately constant pH, despite dilution or addition of small amounts of acid or base.
Acidic buffer solutions contain a weak acid and the salt of that weak acid.
Basic buffer solutions contain a weak base and the salt of that weak base.
2022 AL P1 Q4.3
The pH of a barium hydroxide solution is lower at 50 °C than at 10 °C
At 50 °C a 25 cm3 sample of this barium hydroxide solution was neutralised by 22.45 cm3 of hydrochloric acid added from a burette.
Deduce the volume of this hydrochloric acid that should be added from a burette to neutralise another 25 cm3 sample of this barium hydroxide solution at 10 °C
22.45 cm^3 BECAUSE same number of [OH-] ions
Explain why the expression for Kw does NOT include the concentration of water [2 marks]
[H2O] is very high (compared with [H+ ] and [OH− ])
OR Very few H+ and OH− ions
OR Only / very slightly dissociates
OR Equilibrium lies far to the left Not partially dissociates M1
[H2O] is effectively constant OR is incorporated into the constant K (Allow changes by only a very small amount) M2
Explain why value of Kw increases as temperature increases [2 marks]
(Dissociation OR breaking bonds) is endothermic 1
∴ Equilibrium moves to RHS (at higher T) to absorb heat or to lower T or oppose increase in T (Allow to oppose change only if increase T mentioned)
A buffer solution maintains an approximately constant pH, despite dilution or addition of small amounts of acid or base
Acidic buffer solutions contain a weak acid and the salt of that weak acid. Basic buffer solutions contain a weak base and the salt of that weak base.
At halfequivalence point the pH = pKa
[HA] = [A-]
So cancel them in the equation
So [H+] = Ka
Students should be able to Use pH curves to select an appropriate indicator
Must change colour within the vertical part of the titration curve to be effective at determining the endpoint