Year 11 · Ages 15–16

British Year 11 Mathematics

An extra-deep three-term British Year 11 GCSE programme with 15 units, 75 complete lessons, rigorous worked examples, visual reasoning and adaptive one-question practice.

Complete Year 11 GCSE programme

15 topics

75 lessons

3 terms

Start learning

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What you will be able to do

Select efficient methods across the complete GCSE curriculum
Solve advanced function, graph, equation and variation problems
Use non-right trigonometry, circle theorems and vectors in proof
Critique statistical, probability and financial models
Communicate rigorous exam-ready reasoning under unfamiliar conditions

Course contents

Every topic, lesson by lesson.

Term 1 · Unit 1

Advanced number and financial mathematics

Apply exact, approximate and repeated-change methods to high-demand contexts.

Term 1 · Unit 2

Surds, indices and exact algebra

Preserve exact values through sophisticated algebraic manipulation.

Term 1 · Unit 3

Quadratics and polynomial reasoning

Choose efficient representations for roots, factors and turning points.

Term 1 · Unit 4

Functions, iteration and numerical methods

Compose, invert and solve relationships numerically.

Term 1 · Unit 5

Advanced graphs and transformations

Interpret transformations, gradients and areas across graph families.

Term 2 · Unit 6

Simultaneous equations and inequalities

Solve demanding linked systems algebraically and graphically.

Term 2 · Unit 7

Ratio, variation and rates

Connect proportional laws, gradients and changing quantities.

Term 2 · Unit 8

Non-right-angled trigonometry

Solve general triangles and ambiguous configurations.

Term 2 · Unit 9

Circle theorems

Recognise and prove linked angle relationships in circles.

Term 2 · Unit 10

Vectors and geometric proof

Represent position, movement and collinearity algebraically.

Term 3 · Unit 11

Advanced geometry and solids

Connect similarity, trigonometry and compound measures in space.

Term 3 · Unit 12

Advanced statistics

Estimate, compare and critique evidence from grouped and sampled data.

Term 3 · Unit 13

Advanced probability

Use conditional structure, algebra and set reasoning in chance models.

Term 3 · Unit 14

Proof and mathematical reasoning

Build rigorous algebraic and geometric arguments under exam conditions.

Term 3 · Unit 15

GCSE synthesis and exam readiness

Select methods independently and solve unfamiliar multi-topic problems.

Concepts to practise again

Built from your saved practice attempts in this course, weakest question types first.

Complete a practice set in any lesson to see which question types to practise again.

Curriculum alignment

This course satisfies the following education systems.

British Curriculum

Cambridge