Year 12 1.5 Mathematics
Preparation for June Assessments 2020
Revision topics for Year 12 FMAS for June Assessments
You will take 3 assessments, each 1 hour long. All of them are calculator papers.
You should revise all of the material in the ‘Year 1 and AS’ OCR A Level textbook by Hodder (which you have been lent), except for:
You should revise the following chapters in the ‘Year 2 and A2’ OCR A Level textbook by Hodder:
Revision topics for Year 12 FMAS for June Assessments
You will take 3 assessments, each 1 hour long. All of them are calculator papers.
 Paper 1: Pure and Statistics (1 hour)
 Paper 2: Pure and Mechanics (1 hour)
 Paper 3: A2 Mixed (1 hour)
You should revise all of the material in the ‘Year 1 and AS’ OCR A Level textbook by Hodder (which you have been lent), except for:
 Proof p815 (1.2, 1.3 Chapter 1)
 anything on Newton’s Third Law (p440/441 Chapter 20)
 Pulleys p452455 (20.4 Chapter 20)
 Newton’s Second Law applied to Connected Objects p462467 (20.6 Chapter 20)
You should revise the following chapters in the ‘Year 2 and A2’ OCR A Level textbook by Hodder:
 Proof Chapter 1 (You should also revise the materials in section 1.3 in your Year 1 book)
 Functions Chapter 4
 Trigonometry Chapter 2 (2.1) Chapter 6 and Chapter 8
 Binomial formula Chapter 7 (7.1 only)
 Differentiation Chapter 5 and Chapter 9 (9.1 and 9.2 only)
 Projectiles Chapter 21
Past Papers
To prepare for Paper 1 and Paper 2






OCR Practice AS Paper 1 Pure and Statistics (all questions) with Mark Scheme  
File Size:  810 kb 
File Type:  docx 
OCR Practice AS Paper 2 Pure and Mechanics (NOT question 10) with Mark Scheme  
File Size:  1016 kb 
File Type:  docx 
To prepare for Paper 3 (NB: use the topic list above to select appropriate questions)






Pure/Mechanics
Yr 12 Autumn Term  First Half
Pure AS Exponentials and logarithms
Pure AS Problem solving, Pure A2 Proof Pure AS Coordinate geometry, Quadratic functions, Polynomials Yr 12 Autumn Term  Second Half
Pure AS Coordinate geometry, Quadratic functions, Polynomials continued
SMC Pure AS Graphs and transformations Pure A2 Functions Pure AS Vectors and Pure A2 Vectors Mech AS Variable acceleration Yr 13 Spring Term  First Half
Mech AS Kinematics
Mech AS Forces and Newton's laws Mech A2 Kinematics, Mech A2 Forces and motion AL Friction Yr 13 Spring Term  Second Half
Yr 13 Summer Term  First Half
Yr 13 Summer Term  Second Half
Pure A2 Integration continued

Pure/Statistics
Yr 12 Autumn Term  First Half
Pure AS Trigonometry
Pure A2 Trigonometry Pure A2 Trigonometric functions Pure A2 Trigonometric identities Pure AS Differentiation (part), Differentiation (part), Further differentiation Yr 12 Autumn Term  Second Half
Pure AS Differentiation (part), Differentiation (part), Further differentiation continued
Pure AS Differentiation (rest), Pure A2 Differentiation (rest), Pure A2 Further differentiation (rest) Stats AS and A2 Probability Yr 13 Spring Term  First Half
REVIEW AS The binomial distribution and REVIEW Pure AS The binomial expansion
Pure AL Algebra Stats AS Statistical hypothesis testing Stats AS Collecting and interpreting data (sections 2 & 3, not sampling) Yr 13 Spring Term  Second Half
Stats AS Collecting and interpreting data (sections 2 & 3, not sampling) continued
Stats AS Collecting and interpreting data (section 1) Revision Yr 13 Summer Term  first Half
Yr 13 Summer Term  Second Half
