Courses

Sets of numbers, number patterns and sequences, factors, multiples, HCF and LCM, place value and number bases, the four operations, fractions, decimals and percentages, rounding, standard form, ratio and proportion.

34 lessons

The money maths of everyday life: discount, sales tax, profit and loss, markup, simple and compound interest, hire purchase and mortgages, appreciation and depreciation, currency conversion, bills, wages, taxes and insurance.

21 lessons

Set concepts and notation, subsets, intersection, union and complement, the union formula, Venn diagrams with up to three sets, and using sets in number theory, algebra and geometry.

18 lessons

Units and the metric system, perimeter and area of plane shapes and circles, arcs and sectors, surface area and volume of solids, time, speed, distance and average speed, measurement bounds, scale drawings and compound shapes.

38 lessons

Algebraic expressions, substitution and binary operations, expanding brackets and simple factorising, the laws of indices, linear equations and inequalities, changing the subject of a formula, word problems and proving identities.

28 lessons

Drawing straight-line graphs from their equations and finding where they cross the axes.

3 lessons

Types of data, frequency tables, bar charts and pie charts, mean, median and mode, range and quartiles, reading statistical diagrams, simple probability and making inferences from data.

17 lessons

Factorising quadratic expressions, simultaneous linear equations, solving quadratic equations by factorising, completing the square and the formula, word problems, linear and non-linear pairs of equations, and direct and inverse variation.

19 lessons

Relations and functions, function notation, composite and inverse functions, gradient and the equation of a straight line, parallel and perpendicular lines, length and midpoint, solving equations graphically, and quadratic graphs.

24 lessons

Points, lines and angles, drawing and constructions, symmetry, properties of triangles, polygons and solids, congruence and similarity, Pythagoras' theorem, trigonometric ratios, angles of elevation and depression, and bearings.

21 lessons

Vector concepts and notation, adding vectors with the triangle and parallelogram laws, matrix types and orders, and adding, subtracting and multiplying matrices.

10 lessons

Grouped data and class features, histograms and frequency polygons, estimating the mean, cumulative frequency and the ogive, quartiles and proportions, and experimental and combined probability.

12 lessons

Linear inequalities on a number line and in two variables, linear programming, graphs of y = axⁿ, and distance-time and speed-time graphs.

8 lessons

Circle theorems, translations, reflections, rotations and enlargements, the sine and cosine rules, sector and segment areas, and solving bearings problems.

17 lessons

Position vectors, magnitude and unit vectors, vectors in geometry, determinants, inverses and adjoints of 2 × 2 matrices, transformation matrices and solving simultaneous equations with matrices.

13 lessons