NSW · HSCChemistry
Titration calculator
Solve for unknown concentration or volume using n_a M_a V_a = n_b M_b V_b at the equivalence point.
Inputs
Stoichiometry: n_a moles of acid react with n_b moles of base.
Result
M_acid
0.1000mol/L
At the equivalence point: n_a × M_a × V_a = n_b × M_b × V_b. Volumes cancel if they use the same unit.
How this calculator works
It rearranges the equivalence-point relation n_a M_a V_a = n_b M_b V_b for whichever variable is unknown. The coefficients n_a and n_b come from the balanced equation: HCl + NaOH → NaCl + H₂O has n_a = n_b = 1; H₂SO₄ + 2 NaOH → Na₂SO₄ + 2 H₂O has n_a = 1, n_b = 2.
Common questions
- What is the titration equivalence formula?
- At the equivalence point, n_a × M_a × V_a = n_b × M_b × V_b, where n_a and n_b are the acid/base stoichiometric coefficients in the balanced reaction.
- What is the difference between equivalence and end point?
- Equivalence is when stoichiometrically equivalent amounts have reacted. End point is the colour change of the indicator, which is chosen to be as close as possible to the equivalence point.
- How do I choose the right indicator?
- Pick an indicator whose colour-change pH matches the pH at the equivalence point. Strong acid + strong base: any indicator works. Weak acid + strong base: pick one that changes above pH 7 (phenolphthalein). Strong acid + weak base: pick one that changes below pH 7 (methyl orange).
- What if the acid is diprotic (e.g. H₂SO₄)?
- Set n_a = 2 (2 mol acid releases 2 mol H⁺) and balance against the base. The calculator handles any whole-number stoichiometry.