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Molarity vs Molality

By the Periodixy Editorial Team · Last reviewed July 10, 2026

Molarity (M) and molality (m) sound alike, use similar symbols, and both measure concentration — which makes them one of chemistry's most reliable sources of mixed-up homework answers. The difference is the denominator: molarity divides by litres of finished solution, molality by kilograms of solvent. That small change decides whether your concentration drifts with temperature.

A beaker of solution used to compare concentration measures
Photo by cottonbro studio on Pexels

The two definitions

Molarity (M)

M = moles of solute ÷ litres of solution

Molality (m)

m = moles of solute ÷ kilograms of solvent

Note both differences: molarity uses volume where molality uses mass, and molarity measures the whole solution where molality measures only the solvent. Making 1 M NaCl means dissolving a mole of salt and topping up with water to exactly 1 L total. Making 1 m NaCl means adding a mole of salt to exactly 1 kg of water — whatever volume that ends up being.

Why temperature is the deciding factor

Heat a solution and it expands: the volume grows, so the molarity drops — even though nothing was added or removed. Mass doesn't care about temperature, so molality stays fixed. That's the entire reason molality exists: for experiments where temperature changes, like boiling-point elevation and freezing-point depression (the chemistry behind salting icy roads), only molality gives consistent numbers.

Molarity (M)Molality (m)
Formulamol ÷ L solutionmol ÷ kg solvent
Depends on temperature?yes (volume expands)no (mass is constant)
Easy to prepare with…volumetric flaskbalance
Main usestitrations, dilutions, everyday lab workcolligative properties, precise physical chemistry
Unit namemolarmolal

Worked example: the same solution, both ways

58.44 g of NaCl in 1.00 kg of water

One mole of NaCl (58.44 g) is dissolved in 1.00 kg of water, giving 1.02 L of solution at 20 °C. Find the molality and the molarity.

  1. Moles of NaCl = 58.44 ÷ 58.44 = 1.00 mol.
  2. Molality = 1.00 mol ÷ 1.00 kg water = 1.00 m — and it stays 1.00 m at any temperature.
  3. Molarity = 1.00 mol ÷ 1.02 L = 0.98 M at 20 °C — and it shrinks slightly if the solution warms and expands.

Answer: 1.00 m but 0.98 M — the same solution, two different numbers.

💡 Tip: For dilute water solutions the two values are numerically close (water's density ≈ 1 g/mL), which is why the difference is easy to miss — until an exam uses a concentrated solution or a solvent other than water.
⚠ Common mistake: The classic error: dividing by kilograms of solution instead of kilograms of solvent when computing molality. Only the solvent's mass goes in the denominator — subtract the solute's mass if you were given the total.

Which one should you use?

  • Titrations, dilutions, molar ratios in solution reactions → molarity (use the molarity calculator and dilution calculator).
  • Freezing-point depression, boiling-point elevation, osmotic calculations → molality.
  • If the problem says “per litre of solution” → molarity; “per kilogram of solvent” → molality. The wording is the giveaway.

Summary

  • Molarity M = mol ÷ L of solution; molality m = mol ÷ kg of solvent.
  • Molarity changes with temperature (volume expands); molality never does.
  • Use molarity for everyday lab work; molality for colligative properties.
  • In dilute aqueous solutions the two are numerically similar — don't let that hide the difference.

Frequently asked questions

Are molarity and molality ever equal?

Nearly, for dilute solutions in water at room temperature, because 1 L of water weighs about 1 kg. They diverge for concentrated solutions and for solvents with densities far from 1 g/mL.

What symbols distinguish them?

Capital M for molarity (1 M = one molar), lowercase italic m for molality (1 m = one molal). Handwriting them clearly is genuinely worth marks.

Why do colligative property formulas use molality?

Because ΔT = K × m must not change when temperature changes the solution's volume mid-experiment. A mass-based concentration keeps the maths honest while the thermometer moves.

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