



A Level Resources

Over the course of my teaching career I have written various revision sheets for my students at both of the schools I have taught at. I don't agree with the philosophy of cramming close to the exam, but students will be students, and I wanted mine to have a document that they could refer to the night before to ensure that they knew all the required information for the exam.

Inevitably when writing them I have had in mind the set who were going to use them. If I have had a weaker set, then I have possibly been a little bit patronising in detailing even the 'obvious' points. If it was for a brighter set then I have sometimes dwelt on the very subtle areas of the course and skimming over the 'obvious'. If you think anything is very poorly explained, incomplete or (worse) wrong, please drop me a note to let me know.

I am currently teaching the new OCR Linear A Maths Course (for first Assessment in 2018). I have broken my resources up by "Single" and "Further" and by "Pure", "Mechanics", and "Statistics".

Single Pure



OCR Single Pure Revision Sheet (Needs updating to new syllabus. Don't use yet.)

Single Pure - Binomial Expansion

Single Pure - Chain, Product And Quotient Rules

Single Pure - Circles

Single Pure - Completing The Square

Single Pure - Coordinate Geometry Hard

Single Pure - Discriminant

Single Pure - Exponentials And Logarithms

Single Pure - Factor & Remainder Theorem

Single Pure - Factor Theorem Cubic Solving

Single Pure - Factorising Hard

Single Pure - General Binomial Expansion

Single Pure - Graphical Transformations

Single Pure - Hard Tangents & Normals

Single Pure - Implicit Functions

Single Pure - Integrating Squares Of Trig Functions

Single Pure - Integration By Inspection

Single Pure - Integration By Parts

Single Pure - Integration Definite

Single Pure - Integration Indefinite

Single Pure - Logarithms

Single Pure - Modulus Function

Single Pure - Parallel & Perpendicular Lines

Single Pure - Partial Fractions

Single Pure - Perpendicular Bisector

Single Pure - Polynomial Division

Single Pure - Polynomial Equation Finding

Single Pure - Polynomial Sequences

Single Pure - Polynomial Sketching

Single Pure - Quadratic Formula, Completing Square & Discriminant

Single Pure - Quadratic Inequalities

Single Pure - Quadratics In Disguise

Single Pure - Reciprocal Sketching

Single Pure - Stationary Points

Single Pure - Surds

Single Pure - Translation Of Curves

Single Pure - Trigonometric Equations

Single Pure - Trigonometry

Single Pure - Trigonometry 2



Single Mechanics



OCR Single Mechanics Revision Sheet (Non existent)

Single Mechanics - Impulse

Single Mechanics - Inclined Planes

Single Mechanics - Moments 1

Single Mechanics - Moments 2

Single Mechanics - Multiple Particle Kinematics

Single Mechanics - Pulleys

Single Mechanics - Resultant Vectors

Single Mechanics - Vector Motion 1

Single Mechanics - Vector Motion 2



Single Statistics



OCR Single Statistics Revision Sheet ( Needs updating to new syllabus. Don't use yet. )

Single Statistics - Discrete Hypothesis Testing

Single Statistics - DRVs, Expectation & Variance

Single Statistics - Mixing Groups

Single Statistics - Normal Distribution



Further Pure Core



OCR Further Pure Core Revision Sheet ( Needs updating to new syllabus. Don't use yet. )

Further Pure Core - Hyperbolic Functions

Further Pure Core - Integrating Factor

Further Pure Core - Method Of Differences

Further Pure Core - Partial Fractions

Further Pure Core - Series

Further Pure Core - Volumes Of Revolution



Further Mechanics



OCR Further Mechanics Revision Sheet (Non existent)



Further Statistics



OCR Further Statistics Revision Sheet ( Needs updating to new syllabus. Don't use yet. )

Further Statistics - CRV Introduction



Further Additional Pure



OCR Further Additional Pure Revision Sheet ( Needs updating to new syllabus. Don't use yet. )





















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Other Documents (of varying usefulness)

Lines Summary Sheet

Differentiation From First Principles

Integration From First Principles (not on any syllabus, but important IMHO)

Sequences & Series Summary

Induction Introduction (not well concluded at all)

Integration Summary Sheet

Proof That Root 2 Is Irrational

Proof That e Is Irrational

Proof That The Two Forms Of Scalar Product Are Equivalent

Proof Of Heron's Formula

Proof S Squared Is Biased

Calculating sum of 1 over n squared

Hypothesis Testing Introduction

Hypothesis Testing Template

Mortgage Repayment Formula Derivation



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The following are now out of date, written for the old OCR syllabus :

ALL OCR REVISION SHEETS IN ONE! (I wouldn't print this out...over 100 pages)

OCR C1 (Core 1) Revision Sheet

OCR C2 (Core 2) Revision Sheet

OCR C3 (Core 3) Revision Sheet

OCR C4 (Core 4) Revision Sheet

OCR FP1 (Further Pure 1) Revision Sheet (3x3 matrix inverter is here)

OCR FP2 (Further Pure 2) Revision Sheet

OCR FP3 (Further Pure 3) Revision Sheet

OCR M1 (Mechanics 1) Revision Sheet (incomplete)

OCR M2 (Mechanics 2) Revision Sheet (very incomplete)

OCR M3 (Mechanics 3) Revision Sheet (non existent)

OCR M4 (Mechanics 4) Revision Sheet (non existent)

OCR S1 (Statistics 1) Revision Sheet

OCR S2 (Statistics 2) Revision Sheet

OCR S3 (Statistics 3) Revision Sheet

OCR S4 (Statistics 4) Revision Sheet (incomplete)

OCR D1 (Decision 1) Revision Sheet (incomplete)



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At my previous school I wrote the following for the out of date MEI syllabus :

MEI C1 (Core 1) Revision Sheet

MEI C2 (Core 2) Revision Sheet

MEI C3 (Core 3) Revision Sheet

MEI C4 (Core 4) Revision Sheet (little bits missing)

MEI S1 (Statistics 1) Revision Sheet







