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Percentage Concentration to Molarity Calculator

Convert a percentage concentration to molarity — for weight/volume, weight/weight or volume/volume, including concentrated acids.

The three percentage conventions are not interchangeable.

%
g/mol
kg/L
Results update as you type
Results
Molarity
10.14811 mol/L
Grams per liter
Equivalent % w/v
Millimolar
Volume to make 100 mL of 1 M (mL)
Moles in one liter
Reviewed September 2026. Chemistry is the same in every country: SI and laboratory units throughout.
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About percentage concentration to molarity

How the percentage concentration to molarity calculator works

The three percentage conventions are not interchangeable. Weight/volume is grams per 100 mL; weight/weight is grams per 100 g of solution and needs the density; volume/volume is milliliters per 100 mL and needs both density and molar mass.

Concentrated reagents are quoted w/w, which is why converting 37% hydrochloric acid to molarity needs its density of 1.18 kg/L — and gives 12 M, not 10.

Formula: M(w/v) = 10 × % / MM; M(w/w) = 10 × % × ρ / MM

Worked examples

InputsMolarityNote
37% w/w hydrochloric acid11.97477 mol/L11.97 M
0.9% w/v saline0.154 mol/L0.154 M
98% w/w sulfuric acid18.38499 mol/L18.4 M

Frequently asked questions

What is the difference between w/v and w/w?

Weight/volume is grams per 100 mL of solution; weight/weight is grams per 100 g of solution. They only agree when the density is 1.

How molar is concentrated hydrochloric acid?

About 12 M — 37% w/w at a density of 1.18 kg/L.

How molar is concentrated sulfuric?

About 18.4 M at 98% w/w and 1.84 kg/L. It is by far the most concentrated common reagent.

Why do I need the density for w/w?

Because the percentage is per unit *mass* of solution, and molarity is per unit *volume*. The density converts between them.

Which convention do suppliers use?

Concentrated acids and bases are quoted w/w; laboratory solutions are usually w/v; solvent mixtures are v/v.

Where these figures come from

Last checked: September 2026. Atomic masses are the IUPAC conventional values; constants are CODATA 2018; equations are the standard textbook forms.