MATHEMATICS CURRICULUM

Numbers & place Value (integers, decimals, negatives, rounding & estimation)

Four Operations (Addition, Subtraction, Multiplication, Division, BIDMAS)

Factors, multiples, primes, squares, cubes

Introduction to Fractions (Equivalent fractions, simplifying, comparing)

Fractions, decimals, percentages (converting between them, percentage of an amount)

Ratio and proportion basics

Basic algebra (Expressions, substitution, simple equations)

Geometry basics (2D shapes, angles, perimeter, area)

Geometry continued (circles, symmetry, transformations, reflection, rotation, translation)

Introduction to statistics (Data Collection, charts, mean, mode, median, range)

Probability Statistics (simple experiments & outcomes)

Consolidation & problem solving

Number operations & factors review

Fractions, decimals, percentages - advanced (percentage increase, decrease, repeated percentages)

Ratio & proportion (recipes, scales, proportion problems)

Algebra (solving more complex equations, expanding brackets)

Geometry II (Angles in polygons, triangles, parallel lines, perimeter, area, volume, cubes, cuboids, prisms)

Probability (Theoretical probability, simple tree diagrams)

Graphs (Coordinates, plotting linear graphs, reading & interpreting graphs)

Advanced Algebra (factorising, solving two-step equations, formulae and substitution)

Statistics (Mean, mode, median, range, weighted data, representing data, bar, line, pie charts)

Consolidation & problem solving

Number and calculations (standard form, bounds, indices, surds (intro), fractional indices)

Algebra (linear equations, inequalities, sequences - arithmetic/geometric)

Ration, proportion & percentages (Direct & inverse proportion, growth & decay problems)

Geometry III (Pythagoras' theorem, Trigonometry basics (sine, cosine, tangent), Circles, arc length, sector area)

Graphs (linear & simple quadratic graphs, gradients & intercepts)

Probability & statistics (Venn diagrams, combined events, histograms, cumulative frequency)

Advanced Algebra (Factorising quadratics, solving quadratic equations - factorisation method)

Further Geometry (Volume & surface area of prisms, cylinders, cones, spheres)

Consolidation & problem solving

Numbers (standard form, surds, bounds, accuracy, number theory)

Algebra (Simultaneous equations)

Ration, proportion & percentages (compound interest, reverse percentages)

Geometry & Trigonometry (Advanced trigonometry, Pythagoras' theorem in 3D, bearings, loci, constructions)

Graphs (Quadratic and cubic graphs, graph transformations)

Probability (Tree diagrams, combined events, conditional probability)

Statistics (cumulative frequency, box plots, histograms)

Revision & problem solving (mixed topics, exam-style questions, extended problem solving)

Algebra (quadratic equations, inequalities, simultaneous equations)  

Geometry (circle theorems, transformations, Pythagoras in 3D)  

Probability (conditional probability, tree diagrams)  

Statistics (cumulative frequency, box plots, histograms, averages)  

Trigonometry (advanced trigonometry, sine/cosine rules, bearings)  

Ratios & Proportion (direct/inverse proportion, compound interest, percentages)  

Revision & Problem Solving (mixed topics, exam-style questions, extended problem solving)  

Exam Preparation (past papers, timed practice, exam techniques)  

Further Practice (targeted weak area improvement, extension tasks)  

Number Skills (addition, subtraction, multiplication, division, fractions, decimals)  

Basic Algebra (simple equations, expressions, patterns)  

Measurement (length, area, perimeter, volume, units) 

Introduction to Geometry (angles, shapes, symmetry)  

Basic Statistics (mean, median, mode, simple charts)  

Problem Solving (real-life maths, step-by-step methods)  

Revision & Consolidation (all prior topics, targeted practice)  

Practical Maths (money, time, budgeting)  

Preparation for Next Stage (transition to GCSE content or vocational courses)  

Pure Maths (algebraic manipulation, sequences, calculus introduction, functions)  

Statistics (probability distributions, correlation, regression, hypothesis testing)  

Mechanics Basics (forces, motion, vectors, moments)  

Further Pure Maths (advanced algebra, calculus, trigonometry, exponentials/logarithms)  

Decision Maths (algorithms, graphs, networks, optimisation)  

Advanced Statistics & Mechanics (binomial, normal distribution, kinematics, dynamics)  

Problem Solving & Applications (mixed scenarios, real-life applications, modelling)  

Exam Preparation (practice papers, timed questions, past papers)  

Independent Study & Extension (research tasks, enrichment projects, advanced topics)