Year 12 Further Mathematics
Preparation for June Assessments 2020
Revision topics for Year 12 FURTHER Mathematicians for June Assessments
You will take 4 assessments, each 1 hour long, all of which are calculator papers.
Past Papers
For preparation for Paper 1 and Paper 2
Revision topics for Year 12 FURTHER Mathematicians for June Assessments
You will take 4 assessments, each 1 hour long, all of which are calculator papers.
- Paper 1: Pure and Statistics (Single AS syllabus only)
- Paper 2: Pure and Mechanics (Single AS syllabus only)
- Paper 3: Pure and Statistics (Single A Level syllabus)
- Paper 4: Pure and Mechanics (Single A Level syllabus)
- Chapter sections 1.2 and 1.3 p8-15 (Proof)
- Chapter 1 (Proof)
- Chapter 3 (Sequences and Series)
- Chapter 8 (Trigonometric Identities)
- Chapter 11 (Parametric Equations)
- Chapter 13 (Differential Equations)
- Chapter sections 16.2 and 17.1 (Normal Distribution)
- Chapter section 17.2 (Correlation)
Past Papers
For preparation for Paper 1 and Paper 2
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| OCR Practice AS Paper 1 Pure and Statistics (all questions ) with Mark Scheme |
| OCR Practice AS Paper 2 Pure and Mechanics (all questions) with Mark Scheme |
For preparation for Paper 3 and Paper 4 (NB: check topic list above)
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Specimen Papers
| Specimen Paper 1 Pure Mathematics with Mark Scheme |
| Specimen Paper 2 Pure and Statistics with Mark Scheme |
| Specimen Paper 3 Pure and Mechanics with Mark Scheme |
Prior Knowledge
Pure AS Coordinate geometry
Pure AS Surds and indices
Pure AS Quadratic functions
Pure AS Equations and inequalities
Pure AS Polynomials
Pure AS The binomial distribution
Pure AS The binomial expansion
Pure AS Differentiation
Mech AS Kinematics
Mech AS Variable acceleration (Part 1: Using calculus)
Pure AS Integration
Pure AS Surds and indices
Pure AS Quadratic functions
Pure AS Equations and inequalities
Pure AS Polynomials
Pure AS The binomial distribution
Pure AS The binomial expansion
Pure AS Differentiation
Mech AS Kinematics
Mech AS Variable acceleration (Part 1: Using calculus)
Pure AS Integration
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Pure/Mechanics
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Pure/Statistics
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Year 12 Autumn Term - First Half
Pure AS Exponentials and logarithms
Pure AS Problem solving, Pure A2 Proof Pure AS Coordinate geometry, Quadratic functions, Polynomials Pure AS Graphs and transformations Pure A2 Functions SMC
Pure AS Vectors and Pure A2 Vectors Mech AS Variable acceleration Mech AS Kinematics Mech AS Forces and Newton's laws Mech A2 Kinematics, Forces and motion AL Friction Year 12 Spring Term - First Half
Year 12 Spring Term - Second Half
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Year 12 Autumn Term - First Half
Pure AS Trigonometry
Pure A2 Trigonometry, Trigonometric functions, Trigonometric identities Pure AS and A2 Differentiation Pure A2 Further differentiation Pure AS and A2 Differentiation
Pure A2 Further differentiation Stats AS Probability REVIEW AS The binomial distribution REVIEW Pure AS The binomial expansion Potential exploration of Pascal’s triangle November Assessment/Feedback Pure AL Algebra Stats AS Statistical hypothesis testing Year 12 Spring Term - First Half
Year 12 Spring Term - Second Half
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Yr 12 Summer Term - First Half
Internal exams
Pure FMAS Complex Numbers, Complex numbers and geometry, Complex roots of polynomials Pure FMAL Complex Numbers Pure FMAS Roots and coefficients Pure FMAS [Integral link TBC] EPQ week Yr 12 Summer Term - Second Half
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February Assessment/Feedback
Review Differentiation Review Pure AS Integration [prior knowledge] Pure A2 Integration Also: Integrate by inspection! Pure AL Differential equation Yr 12 Summer Term - First Half
Internal exams
Pure AL Parametric equations Stats AL Normal distribution and hypothesis testing: EPQ week Yr 12 Summer Term - Second Half
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