Mathematics · GCSE (Key Stage 4) · £5.99
Year 11 Mathematics
Scheme of Work
GCSE Maths Scheme of Work (SOW) — Y11 Higher & Foundation
Fifty-nine pages completing the two-year course. All new content finishes at Easter and the last two units are revision, planned from a sat paper rather than a topic list. Algebra and proof open the year rather than closing it. The reasoning behind that decision is argued on its own page rather than assumed.
£5.99The Year 11 scheme: 6 units, 59 pages
- A4 PDF
- first 8 pages free to read
- instant download
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Read before publication by the serving head of that department and by senior leaders, in school.
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Board-neutral, written for AQA, Pearson Edexcel, OCR and Eduqas. All GCSE schemes of work
Both years: GCSE Mathematics scheme of work
Everything else this site has for Mathematics: Mathematics teaching resources
- 1aAlgebra Completed: Functions, Sequences, Iteration and Proof
- 1bProbability and Statistics
- 2aGeometry: Angles, Mensuration, Circles and Constructions
- 2bCircle Theorems, Vectors and Transformations
- 3aRevision by Diagnosis
- 3bExamination Technique and the Final Fortnight
Ten sections per unit, in the same order every time. Between this book and the Year 10 volume, all 97 statements of the subject content are accounted for.
New content finishes at Easter, because the examinations arrive in the middle of the summer term. The last two units are revision — one planned from a paper sat and analysed question by question, one on examination technique.
Every unit shows a piece of student work with the error in it beside the repair, and six printable diagnostics sit at the back.
- Written to
- The GCSE subject content and assessment objectives for mathematics (DfE, 2013)
- Intended for
- heads of department, subject leaders and every teacher who has to deliver it
- Extent
- 59 pages · 16 sections
The sequence
What this scheme of work covers, unit by unit
The 6 units of the Year 11 Mathematics Scheme of Work, in teaching order, with the term each one runs in and the question it is built to answer.
1a
Algebra Completed: Functions, Sequences, Iteration and Proof
Autumn 1 · approx. 7 weeks · September – October
How do you show something is true for every case, not just the ones you tried?
1b
Probability and Statistics
Autumn 2 · approx. 7 weeks · November – December
What can a sample tell you, and what is it not entitled to tell you?
2a
Geometry: Angles, Mensuration, Circles and Constructions
Spring 1 · approx. 6 weeks · January – February
Where does each of these formulae come from, and which ones will you be given?
2b
Circle Theorems, Vectors and Transformations
Spring 2 · approx. 6 weeks · February – April
What has to be true about this diagram, whatever the numbers happen to be?
3a
Revision by Diagnosis
Summer 1 · approx. 4 weeks · mid-April – early May
What is actually stopping this student, and how would you know?
3b
Examination Technique and the Final Fortnight
Summer 1–2 · approx. 4 weeks · May, to the first paper
How many marks are available for what this student already knows?
Look inside
Real pages, straight from the PDF
Click any page to see it full size.
Contents
All 16 sections
Taken from the book’s own contents page, so the page numbers are the real ones.