AQA GCSE Mathematics: Medium-Term Delivery Plan
A completely structured, ready-to-implement instructional delivery schedule mapping GCSE Math concepts across three progressive developmental milestones: Awakening, Change, and Embrace. We strictly preserve examiner marking criteria (AO1-AO3) while entirely shifting how students categorise, visualise, and execute steps without processing penalties.
DDP Delivery Schedule Explorer
Navigate across the weeks to inspect delivery frameworks, concrete focuses, delivery scripts, and assessment pathways.
Spatial Architecture & Modular Calculations
Number Architecture & Modular Estimation
Mastering place value, scale, operational priority (BODMAS/BIDMAS), factors, multiples, primes, and prime factor decomposition using index notation.
Limit calculations that exhaust working memory. Discard long vertical structures during factor finding.
"Don't rush to calculate. Look at the numbers as spatial blocks. We are going to isolate prime factors using a tree branch map, so your eyes trace the path, meaning your brain doesn't have to hold the digits all at once."
- • AO1: Accurate execution of prime factor trees.
- • AO2: Using Venn diagrams to classify Highest Common Factors (HCF) and Lowest Common Multiples (LCM) visually.
Spatial Geometry & Environmental Systems Mapping
Angle properties in parallel lines, triangles, and polygons. Foundations of coordinate systems (2D spatial charts) and introductory vectors. Compound perimeters, area mapping, and volume calculations of basic prisms.
Ground geometry in spatial systems and environmental architecture rather than abstract, uncontextualised coordinates.
"We aren't just looking at random lines on a page. These alternate and corresponding angles represent structural sightlines. Mark them with coloured highlighters first to visually anchor the parallel lines before writing your proof statement."
- • AO1: Calculating interior/exterior angles using formula frameworks.
- • AO2/3: Constructing geometric proofs by pairing calculated statements with explicit mark scheme codes (e.g., "alternate angles are equal").
The Standard DDP Lesson Architecture Runner
Simulate or run a 60-minute neuro-affirming lesson structure. Guides instruction pacing automatically.
Zone 1: Anchoring
Students sketch visual memory tools (e.g. formula triangles, grids, sign rules) on margins or boards to unburden working memory before task exposure.
Zone 2: Exploration
Students execute operations through structured visual pathways. Working spaces are isolated to keep logic clean and valid.
Zone 3: Translation
Students translate spatial or intuitive outcomes into standard units, codes, and layouts required by the examiner's mark schemes.
DDP Teacher Script Engine
Select a typical classroom barrier below to practice the recommended delivery intervention script.
Each script provides a direct, low-demand verbal instruction.
"Don't rush to calculate. Look at the numbers as spatial blocks. We are going to isolate prime factors using a tree branch map, so your eyes trace the path, meaning your brain doesn't have to hold the digits all at once."
Demanding immediate mental calculations of prime factors without providing any visual holding space, triggering cognitive block.
Provides immediate external structural support, preserving the working memory for actual categorisation.
DDP Math Technical Terminology Glossary
Search or filter technical mathematical terminology used across our GCSE Medium-Term Plan. Definitions are loaded instantly.
Index Notation
Writing repeated multiplications of the same value using compact power notations.
Vectors
Directed line segments representing precise movement from one specific coordinate point to another.
Simultaneous Equations
Pairs of equations containing multiple unknown variables. Solved together to identify overlapping coordinates.
Compound Units
Variables combining two distinct measures. Grounded as rates of physical flow through systems.
BODMAS / BIDMAS
The standard structural sequence of operational priorities. (Brackets, Orders, Divisions, Multiplications, Additions, Subtractions).
Equilibrium
The state of structural balance. Expressed mathematically by the equals sign ($=$).
The Personalised DDP MTP Exporter
Customise and export your formal week-by-week delivery schedules. Select the delivery rules and executive accommodations that fit your student profile, then download or copy your individualised plan instantly.
DDP Diverse Resource Bank: Mathematics (AQA 8300)
Department rule: where a scientist, example, context, data set, image or role model is the teacher's choice, it is drawn from this bank so that Black, female and neurodivergent people are the norm across the course, not an exception. Check names, roles and organisations each year.
Mathematicians to name in context
Al-Khwarizmi for the origin of algebra and the word itself; Srinivasa Ramanujan for number theory from self-teaching; Benjamin Banneker for surveying and almanac calculation; Emmy Noether for abstraction; Sophie Germain for proof under a male pseudonym. Names are attached to the technique the first time it appears, not saved for a poster.
Statisticians and applied contexts
Florence Nightingale's rose diagram as the origin of statistical persuasion; Gladys West, whose modelling underpins GPS; the Hidden Figures mathematicians Katherine Johnson, Dorothy Vaughan and Mary Jackson. Data sets are drawn from the ONS and local sources with diverse contexts (pay gaps, health, transport, sport) and the source named, feeding the Quantitative Literacy bridge.
Geometers and visual reasoning
Hypatia of Alexandria for conic sections; Maryam Mirzakhani, first woman to win the Fields Medal, for curved surfaces; Islamic geometric pattern for tessellation and symmetry; Fibonacci for sequences in nature. Visual thinkers are told explicitly that geometry is where their strength is an advantage.
Thinking styles as strengths
Daniel Tammet (Born on a Blue Day) on synaesthesia and number; Richard Borcherds, Fields Medallist, on being autistic; Maggie Aderin-Pocock on dyslexia and estimation. Multi-step problems are scaffolded with the visual and stepwise methods these mathematicians describe using themselves.
Living role models
Hannah Fry on maths in everyday systems; Bobby Seagull on confidence and maths anxiety; Anne-Marie Imafidon on maths as a route into technology; the Black Heroes of Mathematics conference run by the IMA, BSHM and LMS as the annual source of new names. Career-link lessons cite one of these each half-term.
Writing the practice material
Where word problems, payslips, recipes, journeys and budgets are written, the people in them carry a range of names, backgrounds and family structures, and contexts include disability adjustments (accessible transport times, PIP calculations) as ordinary maths rather than special cases. Figures are current-year and checked each April.