pKa from Acid Dissociation Constant
Worked example: Acetic acid Ka = 1.8e-5 → pKa = 4.74473 — press Try an example to run it live, then adjust anything.
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pKa from Acid Dissociation Constant explained
Acid strengths span more than twenty orders of magnitude, so chemists do to Ka exactly what Sørensen did to [H⁺]: take the negative logarithm. Acetic acid's Ka of 1.8 × 10⁻⁵ becomes pKa 4.74, hydrofluoric acid's 6.8 × 10⁻⁴ becomes 3.17, and formic acid's 1.8 × 10⁻⁴ becomes 3.75 — three numbers you can hold in your head and compare at a glance. Lower pKa means stronger acid, and every unit is a tenfold jump in dissociation.
The sign is the perennial trip-up: because Ka is smaller than one for every weak acid, its logarithm is negative and the minus sign flips pKa positive. A pKa of 3.75 corresponds to Ka = 10⁻³·⁷⁵ = 1.78 × 10⁻⁴, not 10³·⁷⁵. pKa also does double duty as a practical marker — it is the pH at which an acid is exactly half ionised, which is why pharmacologists read a drug's pKa straight off the label to predict whether it will cross a membrane in the stomach (pH 2) or the small intestine (pH 7).
pKa from Acid Dissociation Constant formula
- = pKa
- = Acid dissociation constant
Missing one of these? Work it out first, then come back
- Acid dissociation constant — Ka and Kb Relation through Kw, pH of a Weak Acid from Ka
Acid–base relations
7 formulaspH, pOH, Kw, Ka and Kb and the weak-acid shortcut — the chain that turns a concentration into a pH and back again.
The buffer equations
4 formulasHenderson–Hasselbalch in both its acid and base forms, plus the pKa and pKb conversions that feed them — buffer pH from a ratio.