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Edexcel GCSE Chemistry (1CH0) · Topic 1 — Key concepts in chemistry
Mini-Lesson

Key Concepts in Chemistry

This mini-lesson walks you through the whole of Edexcel Topic 1 — Key concepts in chemistry: atomic structure, the periodic table, ionic, covalent and metallic bonding, the types of substance and the calculations involving masses you need.

Make a guess: why is chlorine 35.5 on the periodic table?

  1. Mission 1Why is chlorine 35.5 on the periodic table?
  2. Mission 2Why does molten salt light the bulb?
  3. Mission 3How do you count atoms by weighing?

Work through each screen, answer the questions as you go (some are recall, some are calculations) and collect ⭐ stars. HT marks Higher-tier-only content. Press Start when you're ready.

Atomic structure

Inside the atom

An atom has a tiny central nucleus holding protons and neutrons, surrounded by electrons in shells. The nucleus is minute compared with the whole atom, yet it holds almost all of its mass.

11p 12n Sodium (Na): 2.8.1
Sodium has 11 protons and 11 electrons. Its electrons fill the shells 2 then 8 then 1 — written 2.8.1.

Watch out: shells fill 2, then 8, then 8 for the first 20 elements. The number of electrons in the outer shell equals the group number (for groups 1–7).

Sub-atomic particles

Charges, masses & the two numbers

Each particle has a relative charge and relative mass:

Particle Relative charge Relative mass proton+11 neutron01 electron−11/1836 (≈ 0)
An atom is neutral because it has equal numbers of protons and electrons.

Two numbers describe any atom:

  • Atomic number (Z) = number of protons (the bottom number; it identifies the element).
  • Mass number (A) = number of protons + neutrons (the top number).
neutrons = mass number − atomic numberA − Z. Electrons = protons in a neutral atom.
Calculate

Your turn — counting particles

1An atom of aluminium has atomic number 13 and mass number 27. How many neutrons does it contain?
neutrons
Hint: neutrons = mass number − atomic number = 27 − 13.
Development of the atomic model

How the model changed

The model of the atom changed as new evidence — the discovery of subatomic particles — came in:

++++ 1 Daltonsolid sphere 2 Thomsonplum pudding 3 Rutherfordnuclear model 4 Bohrelectron shells
Dalton: tiny solid spheres → Thomson: "plum pudding" of electrons in positive dough → Rutherford: dense positive nucleus → Bohr: electrons in fixed shells.
Isotopes & relative atomic mass

Isotopes and Ar

Isotopes are atoms of the same element (same protons) with different numbers of neutrons — so the same atomic number but different mass numbers.

chlorine-35 17 p18 n mass number 3517 electrons (2.8.7) chlorine-37 17 p20 n mass number 3717 electrons (2.8.7) same protons · different neutrons
Both are chlorine (17 protons), but ³⁷Cl has two extra neutrons.

Because elements are mixtures of isotopes, the relative atomic mass (Ar) is a weighted mean — which is why many Ar values are not whole numbers.

Ar = Σ(isotope mass × % abundance) ÷ 100Higher tier only · average mass of an atom compared with 1/12 of the mass of a carbon‑12 atom
Worked example — chlorine HT

Chlorine is 75% ³⁵Cl and 25% ³⁷Cl.

Ar = (35 × 75 + 37 × 25) ÷ 100 = (2625 + 925) ÷ 100 = 35.5

Common slip: Ar is a weighted average, not a simple (35+37)/2 = 36. The more abundant isotope pulls the mean towards it.

Higher tier · Calculate

Your turn — relative atomic mass HT

2Boron exists as two isotopes: 20% has mass 10 and 80% has mass 11. Calculate the relative atomic mass of boron.
Hint: Ar = (10 × 20 + 11 × 80) ÷ 100.
Mission 1 check

Why is chlorine 35.5 on the periodic table?

?About 3 in 4 chlorine atoms are chlorine-35; the rest are chlorine-37. A pupil says chlorine's relative atomic mass should be 36, halfway between. Why is it actually 35.5?
The periodic table

Reading the periodic table

The modern table arranges elements in order of increasing atomic number. Horizontal rows are periods; vertical columns of similar elements are groups.

Group Period 1234567023 LiBeBCNOFNe NaMgAlSiPSClAr ◀ metals non-metals ▶ Groups 1–7: group number = outer electrons Period number = number of occupied shells
Atomic number = number of protons = position in the table. Metals sit to the left, non‑metals to the right.

Electronic config & position: for groups 1–7 the group number gives the number of outer-shell electrons; the period number gives the number of occupied shells. So Na (2.8.1) is in group 1, period 3.

Mendeleev's table

How Mendeleev built his table

  • Mendeleev arranged the known elements using the properties of the elements and their compounds.
  • He left gaps and used the pattern to predict the existence and properties of elements not yet discovered (e.g. "eka‑silicon", later germanium).
  • He thought he had ordered them by increasing relative atomic mass — but this wasn't always true, because the relative abundance of isotopes means some pairs come in the "wrong" mass order.

The modern table fixes this by ordering on atomic number (proton number) instead of atomic mass.

Quick check

Config & position

?An element has the electronic configuration 2.8.7. In which group of the periodic table is it found?
Mission 2 of 3

Why does molten salt light the bulb?

Make a guess: what changes inside salt when it melts?

Ionic bonding

Ionic bonding: transfer of electrons

An ionic bond forms when electrons transfer from a metal atom to a non‑metal atom, making charged ions: positive cations and negative anions. An ion is an atom (or group of atoms) with a charge.

Na Cl 1 e⁻ Na atom 2.8.1 Cl atom 2.8.7 Na Cl + − Na⁺ ion 2.8 Cl⁻ ion 2.8.8 ▼
Sodium loses its outer electron (✕) to chlorine. Both reach full outer shells: Na⁺ (2.8) and Cl⁻ (2.8.8), giving the formula NaCl.

Ions form to reach a full outer shell. For groups 1, 2, 6 and 7 you can predict the charge from the group:

  • Group 1 → 1+ · Group 2 → 2+ (lose electrons)
  • Group 6 → 2− · Group 7 → 1− (gain electrons)

Naming & formulae: ‑ide = a simple ion of one element (chloride Cl⁻, oxide O²⁻); ‑ate = an ion containing oxygen (sulfate SO₄²⁻, nitrate NO₃⁻, carbonate CO₃²⁻). Balance the charges to deduce the formula, e.g. one Mg²⁺ balances two Cl⁻, giving MgCl₂.

Giant ionic lattices

Giant ionic lattices

Ionic compounds don't exist as little molecules — they build a giant lattice: a regular 3‑D arrangement of ions held by strong electrostatic forces (ionic bonds) acting in all directions between oppositely‑charged ions.

+−+−−+−++−+− strong forces in all directions

Why it matters: because so many strong bonds must be broken, ionic compounds have high melting and boiling points. They conduct only when molten or dissolved (ions free to move) — never as a solid.

Quick check

Predict the bonding

?Magnesium (a metal) reacts with oxygen (a non‑metal). What type of bonding holds the magnesium oxide together?
Covalent bonding

Covalent bonding: sharing electrons

A covalent bond is a shared pair of electrons between two non‑metal atoms. Covalent bonding makes molecules. Atoms and small molecules are tiny — of the order of 10⁻¹⁰ m across.

Water, H₂O — two shared pairs O H H oxygen electron hydrogen electron each shared pair (in an overlap) = one covalent bond
Each hydrogen shares one pair (• ✕) with oxygen. Oxygen ends with a full outer shell; each H gets two electrons.

You should be able to draw dot‑and‑cross diagrams for: H₂, HCl, H₂O, CH₄, O₂ and CO₂ (O₂ and CO₂ use double bonds — two shared pairs).

Every model has limits: dot‑and‑cross shows where the electrons came from but not the 3‑D shape or the sizes of atoms; ball‑and‑stick shows the shape, but bonds are not really sticks and atoms are not spaced out like that.

Simple molecular properties: the molecules are held to each other by weak intermolecular forces (not the strong covalent bonds inside them), so these substances have low melting and boiling points and do not conduct electricity.

Mission 2 check

Why does molten salt light the bulb?

?Potassium iodide is an ionic compound. A student puts a solid lump of it in a circuit: the bulb stays off. She melts it and tests again: the bulb lights. What changed?
Giant covalent structures

Giant covalent: diamond, graphite & more

Diamond and graphite are both forms of carbon and both are giant covalent (macromolecular) structures — millions of atoms joined by strong covalent bonds.

Diamond Graphite 4 bonds per carbon rigid 3-D network 3 bonds per carbon, layers weak forces between layers
  • Diamond: each carbon bonds to 4 others in a rigid 3‑D network → very hard, very high melting point → used in cutting tools. No free electrons → does not conduct.
  • Graphite: each carbon bonds to 3 others in flat layers; the spare (4th) electron per atom is delocalised. Layers slide → used as a lubricant; delocalised electrons → conducts, so used for electrodes.
  • Graphene (one layer of graphite) is very strong and conducts electricity. Fullerenes such as C₆₀ are hollow cage molecules of carbon — the forces between C₆₀ molecules are weak, so it is soft and slippery.
  • Polymers (e.g. poly(ethene)) are large molecules with long chains of carbon atoms.
Quick check

Why graphite conducts

?Diamond and graphite are both carbon, yet only graphite conducts electricity. Why?
Metallic bonding

Metallic bonding

In a metal, the atoms pack into a giant lattice of positive ions sitting in a "sea" of delocalised electrons (the outer electrons that have left the atoms). The strong attraction between the positive ions and this sea is the metallic bond.

+ + + + + + blue = delocalised electrons (free to move)

Properties explained: the delocalised electrons can carry charge → metals conduct electricity (and heat). The layers of ions can slide over each other without breaking the bonding → metals are malleable. The strong bonds give most metals high melting points.

Sort it

Name the bonding

Tap the type of bonding that holds each substance together.

Types of substance

Structure decides properties

Edexcel wants you to classify a substance as ionic, simple molecular (covalent), giant covalent or metallic, and explain its properties from its structure and bonding:

Typem.p./b.p.Conducts? Ionichighonly molten / dissolved Simple molecularlowno Giant covalentvery highonly graphite, graphene Metallichighyes (solid and liquid)
Properties to compare: relative melting & boiling points, solubility in water and ability to conduct (as solids and in solution).

Models have limits: dot‑and‑cross, ball‑and‑stick and 2‑D/3‑D drawings each show some things well but mislead on others (e.g. dot‑and‑cross shows bonding but not the true 3‑D shape or that electrons are identical).

Quick check

Explain the property

?Sodium chloride does not conduct electricity as a solid, but does when molten or dissolved. Why?
Mission 3 of 3

How do you count atoms by weighing?

Make a guess: how can you count atoms just by weighing?

Calculations involving masses

Relative formula mass (Mr)

The relative formula mass (Mr) of a compound is found by adding up the Ar values of every atom in its formula.

Mr = sum of the Ar of all atoms in the formularemember to multiply by any subscripts
Worked example — water, H₂O

(Ar: H = 1, O = 16)

Mr = (2 × 1) + 16 = 18

Worked example — calcium carbonate, CaCO₃

(Ar: Ca = 40, C = 12, O = 16)

Mr = 40 + 12 + (3 × 16) = 40 + 12 + 48 = 100

Calculate

Your turn — relative formula mass

3Calculate the relative formula mass (Mr) of carbon dioxide, CO₂. (Ar: C = 12, O = 16)
Hint: 12 + (2 × 16).
Calculations involving masses

Mass, masses & concentration

Atoms are only rearranged in a reaction, so total mass of products = total mass of reactants (conservation of mass).

  • Closed flask (e.g. a precipitation reaction): the mass stays the same.
  • Open flask: a gas given off escapes, so the mass falls (e.g. carbonate + acid); a gas taken in from the air makes it rise (e.g. metal + oxygen).
Worked example — masses from a balanced equation

2Mg + O₂ → 2MgO (Ar: Mg = 24, O = 16). So 2 × 24 = 48 g of Mg makes 2 × 40 = 80 g of MgO.

12 g of Mg is ¼ of 48 g, so it makes ¼ × 80 = 20 g of MgO.

concentration (g dm⁻³) = mass (g) ÷ volume (dm³)mass of solute ÷ volume of solution · 1 dm³ = 1000 cm³
Worked example — concentration

10 g of salt in 250 cm³ (0.25 dm³) of solution: 10 ÷ 0.25 = 40 g dm⁻³

Higher tier

Moles & limiting reactants HT

These calculation skills in Topic 1 are Higher‑tier only:

  • One mole = the Avogadro number of particles, 6.02 × 10²³, with a mass equal to the relative particle mass in grams.
  • Convert between mass, moles and number of particles using moles = mass ÷ Mr.
  • Deduce the stoichiometry of a reaction from masses, and explain why the limiting reactant (not in excess) controls the mass of product.

Both tiers: work out an empirical formula from reacting masses or percentage composition, and link empirical ↔ molecular formula.

Worked example — moles

How many moles in 36 g of water (Mr = 18)?

moles = 36 ÷ 18 = 2 mol

Higher tier · Calculate

Your turn — moles HT

4How many moles of carbon dioxide (Mr = 44) are there in 88 g of CO₂?
mol
Hint: moles = mass ÷ Mr = 88 ÷ 44.
Mission 3 check

How do you count atoms by weighing?

?A chemist weighs out 24 g of magnesium (Aᵣ = 24) and 12 g of carbon (Aᵣ = 12). Which statement about the number of atoms in each pile is correct?
Sort it

Conductor or not?

Tap a substance, then tap the box for whether it conducts electricity as a solid.

⚡ Conducts as a solid

🚫 Does not (as a solid)

Recap

The key ideas to know

Atom: nucleus (p⁺, n) + electrons in shells; neutrons = mass no. − atomic no.

Isotopes: same protons, different neutrons; Ar = weighted mean of isotopes.

Periodic table: ordered by atomic number; group = outer electrons, period = shells.

Ionic: metal → non‑metal, electrons transferred, giant lattice, high mp.

Covalent: non‑metals share pairs; simple molecular = low mp; giant covalent = very high mp.

Metallic: positive ions + sea of delocalised electrons → conduct, malleable.

Masses: Mr = sum of Ar; mass is conserved (open flask: gas in/out); masses from equations; g dm⁻³ = g ÷ dm³; empirical formulae; HT: Ar from isotopes, moles = mass ÷ Mr, limiting reactants.

You've covered the core of Edexcel Topic 1 — atomic structure, the periodic table, ionic/covalent/metallic bonding, types of substance and calculations involving masses. Press Finish to see your score.

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