Last updated: June 2026
Use this titration calculator to organise acid–base calculations involving concentration, volume and reacting ratio. It is designed for O-Level, IGCSE, A-Level and Singapore H2 Chemistry students who need to calculate an unknown acid or base concentration from titration data.
- Choose whether to find the acid concentration, find the base concentration or check the reacting amounts.
- Enter the known concentration and both solution volumes.
- Select how many H+ the acid supplies and how many OH− the base supplies.
- Press Calculate.
- Follow the volume conversion, mole calculation and neutralisation steps.
What is a titration?
A titration is an experimental method used to find the concentration of a solution. In a typical acid–base titration, a solution of known concentration reacts with a measured volume of another solution whose concentration is unknown.
The solution in the burette is added gradually to the solution in the conical flask. An indicator or pH probe is used to detect the endpoint.
Acid–base neutralisation
Hydrogen ions from the acid react with hydroxide ions from the base:
The important idea is not that acid volume equals base volume. The reacting amounts depend on concentration and stoichiometry.
The titration formula
The amount of a solution is calculated using:
Here, n is amount in mol, c is concentration in mol dm−3, and V is volume in dm3.
Converting titration volume
Titration volumes are normally measured in cm3, but concentration is usually expressed in mol dm−3. Convert using:
For example, 25.0 cm3 is 0.0250 dm3.
Using H+ and OH− equivalents
At complete neutralisation:
The symbol z represents the number of acidic H+ ions or hydroxide ions involved per formula unit. For HCl and NaOH, both values are 1. For H2SO4, zacid is 2. For Ca(OH)2, zbase is 2.
Worked examples
HCl and NaOH
Suppose 25.0 cm3 of HCl is neutralised by 20.0 cm3 of 0.100 mol dm−3 NaOH.
H2SO4 and NaOH
Suppose 25.0 cm3 of sulfuric acid is neutralised by 30.0 cm3 of 0.200 mol dm−3 NaOH.
HCl and Ca(OH)2
Suppose 25.0 cm3 of HCl is neutralised by 20.0 cm3 of 0.150 mol dm−3 Ca(OH)2.
Common exam traps
Frequently asked questions
What does this titration calculator calculate?
It calculates an unknown acid or base concentration from concentration, volume and stoichiometric information. It can also compare the amounts of H+ and OH− present.
Why must the acid and base factors be included?
One mole of H2SO4 can supply two moles of H+, while one mole of Ca(OH)2 can supply two moles of OH−. These factors determine the correct reacting ratio.
Can the volumes remain in cm3?
When both volumes appear in the same concentration-ratio equation, the common conversion factor cancels. However, the step-by-step solution converts each volume to dm3 so that the mole calculation remains chemically clear.
Does this calculator calculate equivalence-point pH?
No. It handles neutralisation stoichiometry. Use the pH or titration-curve tools when the question asks for pH.
