Molarity Calculator
Calculate amount of substance, molarity, and mass concentration from solute mass, molar mass, and solution volume. Molarity Calculator helps students, laboratory professionals, and chemists determine solution concentration accurately.
Highlights
- Calculate molarity from solute mass, molar mass, and solution volume.
- Determine the amount of substance in moles, millimoles, or micromoles.
- Find mass concentration in g/L, mg/L, g/mL, or kg/m³.
- Supports multiple mass, volume, and molar mass units.
- Ideal for students, laboratory professionals, and chemists.
Table of Contents
How Molarity Calculator Works?
The Molarity Calculator determines the amount of dissolved substance, the solution's molarity, and its mass concentration from the solute mass, molar mass, and final solution volume. The calculation assumes that the entered solute mass and molar mass describe the same substance and that the stated volume is the final volume of the solution.
First, the amount of substance is found by dividing the solute mass by its molar mass:
Here, n is the amount of substance, m is the solute mass, and M is the molar mass. The calculator reports this result in mol, mmol, or µmol.
Molarity is the amount of solute divided by the final solution volume:
In this expression, c is molarity and V is the final solution volume. The result can be displayed in mol/L, mmol/L, mol/m³, or mol/mL.
The calculator also determines mass concentration, which describes the mass of dissolved solute per volume of solution:
Mass concentration is available in g/L, mg/L, g/mL, or kg/m³. For example, using 10 g of sodium chloride with a molar mass of 58.44 g/mol in a final volume of 1 L gives approximately 0.1711 mol of sodium chloride, a molarity of 0.1711 mol/L, and a mass concentration of 10 g/L.
| Calculated quantity | Formula | Available output units |
|---|---|---|
| Amount of substance | mol, mmol, µmol | |
| Molarity | mol/L, mmol/L, mol/m³, mol/mL | |
| Mass concentration | g/L, mg/L, g/mL, kg/m³ |
Practical Use Cases
Students: Chemistry students can use the calculator to check homework involving mass, molar mass, solution volume, amount of substance, and molarity. It is useful for practicing the relationship between grams, moles, and concentration before completing laboratory exercises.
Laboratory professionals: Laboratory staff can estimate the concentration of a prepared solution from the measured solute mass and final volume. The mass concentration output is also useful when a protocol specifies a concentration by mass rather than by amount of substance.
Chemists: Chemists can use the calculator when preparing reagents, comparing solution concentrations, or determining how much substance is present in a defined solution volume. The molarity result supports stoichiometric calculations in analytical and synthetic work.
Chemistry educators: Instructors can use example values to demonstrate how changing solute mass, molar mass, or final volume affects amount of substance and concentration.
Accuracy and Limitations
The calculator applies the exact relationships n = m/M, c = n/V, and ρ = m/V to the entered values, so its numerical precision depends on the precision of the mass, molar mass, and final-volume inputs. It assumes the solute is correctly identified, the molar mass is accurate, the solute dissolves completely, and the entered volume is the solution's final volume rather than the amount of solvent added. It does not account for impurities, hydration changes, chemical reactions, volume contraction or expansion, temperature-dependent volume changes, or activity effects in concentrated or non-ideal solutions. Inputs must remain within the calculator's accepted ranges: solute mass and solution volume from 0.000001 to 1,000,000,000, and molar mass from 0.000001 to 100,000.
Quick Examples
Example #1: Preparing a Sodium Chloride Solution
Calculate the concentration of a solution made by dissolving sodium chloride in water.
Example #2: Dilute Potassium Nitrate Solution
Determine the molarity and mass concentration of potassium nitrate in a laboratory solution.
Example #3: Microscale Calcium Chloride Solution
Calculate the concentration of calcium chloride prepared at a small laboratory scale.