AeroLab Reading room

CHEM / AS level

Amounts, gases and solutions

Stoichiometry converts measured masses, volumes and concentrations into amounts. Empirical formulae use the simplest whole-number ratio, while molecular formulae also need molar mass.

Learning objectives

The big idea

Stoichiometry converts measured masses, volumes and concentrations into amounts. Empirical formulae use the simplest whole-number ratio, while molecular formulae also need molar mass.

The ideal gas equation relates pressure, volume, amount and temperature with consistent SI units. Real gases deviate most strongly at high pressure and low temperature because particle volume and attractions matter.

Equations and relationships

pV=nRTpV=nRT

Ideal gas model; T in kelvin and matching units for R.

Worked example

Find moles in 25.0 cm³ of 0.200 mol/dm³ solution.

Follow the solution

Convert volume to 0.0250 dm³, then n=cV=0.200×0.0250.

Investigate and explain

Predict the worked result before calculating. Change one input, record the new result, and explain which assumptions still hold.

Related interactive model. Compare its assumptions with the explanation; it is not a complete syllabus lesson.

Open the interactive investigation

Check your understanding

1. Which formula gives the simplest atomic ratio?

  1. Displayed formula
  2. Molecular formula always
  3. Empirical formula
Check the answer and reasoning

Empirical formula

An empirical formula reduces atom counts to their simplest whole-number ratio.

2. Find moles in 25.0 cm³ of 0.200 mol/dm³ solution.

  1. 0.00500 mol
  2. 5.00 mol
  3. 0.500 mol
Check the answer and reasoning

0.00500 mol

Convert volume to 0.0250 dm³, then n=cV=0.200×0.0250.

3. May Celsius temperature be inserted directly in pV=nRT?

  1. Yes
  2. No
  3. Only below 100°C
Check the answer and reasoning

No

Absolute temperature in kelvin is required because the model uses a physical zero.