WJEC A-Level Mathematics Revision

Year 12

• Proof
  • 1.1 Trigonometry
  • 1.2 Differentiation
  • 1.3 Integration
  • 1.4 Quantities and units in mechanics
  • 1.5 Kinematics
• Algebra and functions
  • 2.1 Proof
  • 2.2 Algebra and Functions
  • 2.3 Coordinate geometry in the (x, y) plane
  • 2.4 Sequences and Series - The Binomial Theorem
  • 2.5 Trigonometry
• Coordinate geometry
  • 3.1 Coordinate geometry in the (x, y) plane
  • 3.2 finding the gradient, equation, length and midpoint of a line gradient conditions for two straight lines to be parallel or joining two given points
  • 3.3 the equations of lines which are parallel or perpendicular to a given line Be able to use straight line models in a variety of contexts
  • 3.4 finding the equations of tangents,
  • 3.5 Sequences and Series - The Binomial Theorem
• Sequences and series
  • 4.1 Trigonometry
  • 4.2 Differentiation
  • 4.3 Integration
  • 4.4 Numerical Methods
  • 4.5 A2 UNIT 4
• Trigonometry
  • 5.1 Trigonometry
  • 5.2 Exponentials and logarithms
  • 5.3 Differentiation
  • 5.4 Integration
  • 5.5 Statistical Sampling
• Exponentials and logarithms
  • 6.1 Exponentials and logarithms
  • 6.2 Differentiation
  • 6.3 Integration
  • 6.4 Statistical Sampling
  • 6.5 Data presentation and interpretation
• Differentiation
  • 7.1 free of lids, cases and covers which have
  • 7.2 symbolic algebra manipulation
  • 7.3 symbolic differentiation or integration
  • 7.4 communication with other machines or the internet
  • 7.5 the calculator’s working condition
• Integration
  • 8.1 Integration
  • 8.2 Numerical Methods
  • 8.3 Statistical distributions
  • 8.4 Statistical hypothesis testing
  • 8.5 Trigonometry
• Vectors
  • 9.1 ° degrees
  • 9.2 rad radians
  • 9.3 AB direction by the directed line segment AB
  • 9.4 𝐚̂ a unit vector in the direction of a
  • 9.5 |𝐚|, a the magnitude of a
• Statistical sampling and data presentation
  • 10.1 Probability
  • 10.2 Statistical distributions
  • 10.3 the binomial distribution, as a model To include using distributions to model real world situations and to
  • 10.4 the Poisson distribution, as a model comment on their appropriateness
  • 10.5 Statistical hypothesis testing
• Probability and distributions
  • 11.1 Statistical distributions
  • 11.2 the binomial distribution, as a model To include using distributions to model real world situations and to
  • 11.3 the Poisson distribution, as a model comment on their appropriateness
  • 11.4 the discrete uniform distribution, as a model (Calculation of mean and variance of discrete random variables is excluded.) Calculate probabilities using
  • 11.5 the discrete uniform distribution. Use of the formula for the discrete uniform distribution GCE AS and A LEVEL MATHEMATICS 21 Topics Guidance Select an appropriate probability distribution for a context, with
• Kinematics, forces and Newton's laws
  • 12.1 Forces and Newton’s laws
  • 12.2 Moments
  • 12.3 Vectors
  • 12.4 select and correctly carry out routine procedures; and
  • 12.5 accurately recall facts, terminology and definitions AO2 Reason, interpret and communicate mathematically

Year 13

• Advanced proof and algebra
  • 1.1 symbolic algebra manipulation
  • 1.2 symbolic differentiation or integration
  • 1.3 communication with other machines or the internet
  • 1.4 the calculator’s working condition
  • 1.5 clearing anything stored in the calculator. • have retrievable information stored in them - this includes
• Functions and numerical methods
  • 2.1 Numerical Methods
  • 2.2 A2 UNIT 4
  • 2.3 Probability
  • 2.4 Statistical distributions
  • 2.5 Statistical hypothesis testing
• Advanced sequences and series
  • 3.1 Sequences and Series
  • 3.2 Trigonometry
  • 3.3 Differentiation
  • 3.4 Integration
  • 3.5 Numerical Methods
• Radians and advanced trigonometry
  • 4.1 rad radians
  • 4.2 a, a, a̰
  • 4.3 AB direction by the directed line segment AB
  • 4.4 𝐚̂ a unit vector in the direction of a
  • 4.5 |𝐚|, a the magnitude of a
• Advanced differentiation
  • 5.1 Differentiation
  • 5.2 Integration
  • 5.3 Vectors
  • 5.4 AS UNIT 2
  • 5.5 Statistical Sampling
• Advanced integration
  • 6.1 free of lids, cases and covers which have
  • 6.2 symbolic algebra manipulation
  • 6.3 symbolic differentiation or integration
  • 6.4 communication with other machines or the internet
  • 6.5 the calculator’s working condition
• Differential equations
  • 7.1 Trigonometry
  • 7.2 Differentiation
  • 7.3 Integration
  • 7.4 Quantities and units in mechanics
  • 7.5 Kinematics
• Vectors in three dimensions
  • 8.1 Moments
  • 8.2 Vectors
  • 8.3 select and correctly carry out routine procedures; and
  • 8.4 accurately recall facts, terminology and definitions AO2 Reason, interpret and communicate mathematically
  • 8.5 construct rigorous mathematical arguments (including proofs)
• The normal distribution
  • 9.1 Statistical distributions
  • 9.2 Statistical hypothesis testing
  • 9.3 Trigonometry
  • 9.4 Differentiation
  • 9.5 Integration
• Hypothesis testing
  • 10.1 Statistical hypothesis testing
  • 10.2 Quantities and units in mechanics
  • 10.3 Kinematics
  • 10.4 Forces and Newton’s laws
  • 10.5 Algebra and Functions
• Moments and projectiles
  • 11.1 Moments
  • 11.2 Vectors
  • 11.3 select and correctly carry out routine procedures; and
  • 11.4 accurately recall facts, terminology and definitions AO2 Reason, interpret and communicate mathematically
  • 11.5 construct rigorous mathematical arguments (including proofs)
• Friction and advanced dynamics
  • 12.1 Forces and Newton’s laws
  • 12.2 Moments
  • 12.3 Vectors
  • 12.4 select and correctly carry out routine procedures; and
  • 12.5 accurately recall facts, terminology and definitions AO2 Reason, interpret and communicate mathematically