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Boiling Point Elevation Calculator

Salt in the pot, a higher boiling point.

Boiling point elevation for solutions in water

Delta Tb equals i times Kb times molality. Water's Kb is 0.512 C per molal, and i is the number of particles each formula unit releases.

Solutevan't Hoff iMolalityElevationBoils at
Glucose11 m0.512 C100.512 C
Glucose12 m1.024 C101.024 C
NaCl20.5 m0.512 C100.512 C
NaCl21 m1.024 C101.024 C
NaCl22 m2.048 C102.048 C
CaCl231 m1.536 C101.536 C

Salting pasta water barely raises its boiling point: a heavily salted pot is under 0.1 molal, worth about 0.05 C. Salt is there for flavour, not for cooking speed.

Dissolved particles get in the way of boiling

Adding a solute lowers the solvent's vapor pressure at any given temperature, so the solution needs a higher temperature to reach the boiling point — more dissolved particles (higher molality × van 't Hoff factor) means a bigger elevation.

Why the van 't Hoff factor matters

A solute that splits into multiple ions in solution (like NaCl splitting into Na⁺ and Cl⁻) raises the boiling point roughly twice as much as a solute that stays as one particle, for the same molar amount — this is captured by the factor i.

Frequently asked questions

I dissolve 29.2 g of NaCl in 500 g of water — by how much does the boiling point rise?

Moles = 29.2/58.44 = 0.5 mol. Molality = 0.5/0.500 = 1.0 m. ΔTb = i × Kb × m = 2 × 0.512 × 1.0 = 1.024°C. The boiling point rises from 100°C to about 101°C.

How is boiling point elevation different from freezing point depression?

Both are colligative properties driven by the same solute-disruption principle. Boiling point goes up; freezing point goes down. The constants differ (Kb vs Kf), but the formula structure ΔT = i × K × m is identical. Use the freezing point depression calculator for the other direction.

Does adding salt to pasta water really make it boil faster?

No — it raises the boiling point slightly (about 0.5°C per tablespoon of salt per liter), meaning it actually takes marginally longer to boil. The amount used in cooking raises the temperature by less than 1°C.

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Last updated: September 7, 2026