This page gathers all the Year 11 maths: lessons, worksheets, quizzes and tests on 16 topics for pupils aged 15-16 (KS4). They also help you prepare for the GCSE (Foundation and Higher tiers).
Everything for Year 11 GCSE maths is split by type, so you can go straight to what you need: lessons, worksheets, multiple choice questions, quizzes, tests or starters. Each card opens the full list of topics.
- Lessons
Notes and worked examples - Worksheets
Printable PDF with answers - Multiple choice
Ten questions per topic - Quizzes
Quick checks with instant results - Tests
Marked out of 20 - Starters
Mental maths warm-ups
About Year 11 maths
In Year 11 maths, the topics are grouped into 6 strands: Algebra (3), Ratio, proportion and rates of change (1), Geometry and measures (7), Probability (2), Statistics (2), Working mathematically (1). First, choose a topic in the list, then open its page. Every topic has a lesson, a worksheet with a separate answer page, multiple choice questions, a quiz, a test and starters. Also, most pages have a PDF, so you can print them for homework or revision.
Finally, when a topic feels easy, move on to the next one, because each topic builds on the one before. Because every topic page links to the others, you can switch from learning to practising in one click. Meanwhile, the sidebar shows the other year groups, so you can go back or move ahead. In addition, the answers always sit on their own page; therefore you can try first and check later.
Topics in Year 11 maths
- Functions and graph transformations – Use function notation, sketch standard graphs and transform them.
- Rates of change and areas under graphs – Interpret distance-time and velocity-time graphs and estimate gradients and areas.
- Equation of a circle and tangents – Use x^2 + y^2 = r^2 and find tangent equations.
- Iteration, growth and decay – Solve equations by iteration and solve compound interest and exponential growth and decay problems.
- Constructions, loci, bearings, plans and elevations – Construct bisectors and perpendiculars, draw loci and use bearings.
- Transformations – Describe and perform transformations on grids.
- Pythagoras and trigonometry in right-angled triangles – Use Pythagoras and SOH CAH TOA in 2D and 3D problems and know exact trig values.
- Sine rule, cosine rule and area of a triangle – Solve non-right-angled triangles and find triangle areas.
- Similarity and congruence – Find lengths, areas and volumes of similar shapes.
- Circle theorems – Use circle theorems to find angles and give reasons.
- Vectors – Use column vectors and vector diagrams.
- Probability: experiments, Venn and tree diagrams – Calculate probabilities from experiments, sample spaces, Venn diagrams and tree diagrams.
- Conditional probability – Calculate conditional probabilities.
- Charts, averages and cumulative frequency – Draw and interpret frequency diagrams and compare averages and spread.
- Sampling and scatter graphs – Use sampling, scatter graphs, correlation and lines of best fit.
- Problem solving and GCSE exam practice – Practise multi-step problems and full exam-style questions.