Edexcel International A Level Chemistry

Topic 1: Formulae, Equations and Amount of Substance

The toolkit for the whole course. Every calculation you will ever do in chemistry runs through one quantity, the amount of substance in moles.

The one idea

You cannot count atoms, but you can weigh them. The mole is the exchange rate between the mass on a balance and the number of particles in a reaction. Once you have an amount in moles, the balanced equation tells you the amount of everything else.

Almost every question in this topic is the same three moves:

  1. Into moles from whatever you were given (a mass, a solution, a gas volume).
  2. Across the equation using the mole ratio.
  3. Out of moles into whatever you were asked for.
A hub diagram: amount in moles in the centre, with four routes in and out. Mass: divide by M to get moles, multiply by M to get mass. Particles: divide by L, multiply by L. Gas volume at RTP: divide by 24.0, multiply by 24.0. Solution: n equals c times V, c equals n divided by V.
The mole map. Every route passes through n, the amount in moles.

How to use these notes

Relative atomic masses used in these notes are the values printed on the Edexcel IAL periodic table, to one decimal place: H 1.0, C 12.0, N 14.0, O 16.0, Na 23.0, Mg 24.3, Al 27.0, S 32.1, Cl 35.5, K 39.1, Ca 40.1, Fe 55.8, Cu 63.5, Zn 65.4, Br 79.9, Ag 107.9, Ba 137.3.

Pages

  1. Particles and formulae

    A formula is a count of atoms. Before you can calculate anything, you need to know what kind of particle a substance is made of and what its formula is counting.

    8 min 1.1

  2. Relative mass and the mole

    Relative masses compare atoms with carbon-12. The mole turns those relative masses into grams, so that weighing becomes a way of counting.

    14 min 1.4(i)1.4(ii)1.21.4(iii)

  3. Writing equations

    A balanced equation is a recipe in moles. It must balance in atoms and, for ionic equations, in charge, and it must say what state each substance is in.

    12 min 1.3

  4. Masses from equations

    Masses are not in the ratio of the coefficients; moles are. Go into moles, use the equation, come back out, and the same idea turns analysis data into a formula.

    15 min 1.71.6

  5. Solutions and parts per million

    Concentration is just amount per volume. Convert the volume to dm³ first, and a solution becomes another door into the mole.

    11 min 1.51.4(iv)

  6. Gas volumes

    At the same temperature and pressure, a mole of any gas takes up the same volume. Use 24.0 dm³ at room conditions, and pV = nRT in SI units for anything else.

    15 min 1.8(i)1.8(ii)1.8(iii)

  7. Core Practical 1: molar volume of a gas

    React known masses of calcium carbonate with excess acid, collect the carbon dioxide, and the gradient of volume against moles is the molar volume.

    13 min 1.111.10

  8. Yield and atom economy

    Percentage yield measures how well an experiment went. Atom economy measures how much of the reactants could ever end up in the product, and it comes from the equation alone.

    10 min 1.9

  9. Formulae and equations by experiment

    To test a formula or an equation, predict what each candidate would give, measure what actually happens, and compare in moles. Then judge how far to trust the measurement.

    12 min 1.101.6

  10. Test-tube reactions

    Every observation is evidence for a species in the ionic equation. A colour fades because an ion is used up, a precipitate appears because an insoluble solid forms, and fizzing means a gas.

    14 min 1.12(i)1.12(ii)1.12(iii)

Also in this topic: Topic 1 on a page

Spec checklist

Every point you can be examined on in this topic, and where it is explained. Tick them off as you go.

SpecYou should be able toWhere
1.1know the terms atom, element, ion, molecule, compound, empirical formula and molecular formulaFive words for particles and substances
Empirical and molecular formulae
1.2know that the mole (mol) is the unit for the amount of a substance and be able to perform calculations using the Avogadro constant L (6.02 × 10²³ mol⁻¹)The mole and the Avogadro constant
Molar mass
1.3write balanced full and ionic equations, including state symbols, for chemical reactionsBalanced full equations
State symbols
Ionic equations
1.4(i)understand the term relative atomic mass, based on the ¹²C scaleWhy chemists use a relative scale
1.4(ii)understand the terms relative molecular mass and relative formula mass, including calculating these values from relative atomic masses (relative formula mass is used for compounds with giant structures)Relative molecular mass and relative formula mass
1.4(iii)understand the term molar mass as the mass per mole of a substance in g mol⁻¹Molar mass
1.4(iv)understand parts per million (ppm), including gases in the atmosphereParts per million
1.5calculate the concentration of a solution in mol dm⁻³ and g dm⁻³ (titration calculations are not required at this stage)Concentration in mol dm⁻³
Concentration in g dm⁻³
1.6use experimental data to calculate empirical and molecular formulaeFormulae from experimental data
Finding a formula: water of crystallisation
1.7use chemical equations to calculate reacting masses and vice versa, using amount of substance and molar massReacting masses
Limiting reactant
1.8(i)use chemical equations to calculate volumes of gases and vice versa, using the concept of amount of substanceEqual volumes, equal numbers
1.8(ii)use chemical equations to calculate volumes of gases and vice versa, using the molar volume of gasesMolar volume
1.8(iii)use chemical equations to calculate volumes of gases and vice versa, using pV = nRT for gases and volatile liquidsThe ideal gas equation
1.9calculate percentage yields and percentage atom economies (by mass) in laboratory and industrial processes, using chemical equations and experimental results; atom economy = (molar mass of the desired product ÷ sum of the molar masses of all products) × 100%Percentage yield
Atom economy
Yield and atom economy are different
1.10determine a formula or confirm an equation by experiment, including evaluation of the dataEvaluating the result
Finding a formula: water of crystallisation
Confirming an equation
Evaluating the data
1.11Core Practical 1: measurement of the molar volume of a gasAim and reaction
Method
Results and processing
Evaluating the result
1.12(i)relate ionic and full equations, with state symbols, to observations from simple test-tube experiments: displacement reactionsDescribing what you see
Displacement reactions
1.12(ii)relate ionic and full equations, with state symbols, to observations from simple test-tube experiments: typical reactions of acidsDescribing what you see
Typical reactions of acids
1.12(iii)relate ionic and full equations, with state symbols, to observations from simple test-tube experiments: precipitation reactionsDescribing what you see
Precipitation reactions