Course Overview: -Component 1 – Pure Maths and Mechanics -Component 2 – Pure Maths and Statistics -Component 3 – Pure Maths and Comprehension Pure-Year 1 -Proof -Algebraic language -Solution of equations -Inequalities -Surds -Indices -Proportion -Polynomials -Graphs -Sketching curves -Transformations -Coordinate geometry of lines -Coordinate geometry of curves -Binomial expansions -Basic Trigonometry -Trigonometric functions -Area of a triangle using sine -Sine and cosine rules -Trigonometric identities -Trigonometric equations -Exponentials and logarithms -Exponential growth and decay -Basic Differentiation -Differentiation of functions -Chain rule, product rule & quotient rule -Implicit differentiation -Applications of differentiation -Integration by substitution Pure Year 2 -Proof -Partial fractions -Rational expressions -Language of functions -Modulus function -Modelling -Transformations -Sketching curves -Parametric equations -Binomial expansions -Sequences -Arithmetic series -Geometric series -Radians -Secant, cosecant and cotangent -Compound angle formulae -Trigonometric equations -Trigonometric proof & problems -Differentiation of functions -Applications of differentiation -Integration -Integration – area under a curve -Vectors -Integration by parts -Differential equations -Numerical solution of equations -Numerical integration Mechanics Year 1 -Standard models -Units and quantities -Motion in 1 dimension -Kinematic graphs -Calculus in kinematics -Constant acceleration formulas -Problem solving -Identifying and representing forces -Vector treatment of forces -Newton’s laws for a particle -Connected particles Mechanics Year 2 -Motion in 2 or 3 dimensions -Motion under gravity in 2 dimensions -Forces in equilibrium -Finding resultant forces -Frictional force -Normal contact force -Rigid bodies in equilibrium -Projectiles Statistics year 1 -Sampling techniques -Data presentation -Summary measures -Probability -Binomial distribution -Discrete probability distributions -Hypothesis testing (binomial) Statistics year 2 -Probability of events from two -experiments -Conditional Probability -Normal distribution -Hypothesis testing (Normal) -Hypothesis testing for correlation
We ask that students entering the Sixth Form have a minimum of 7 GCSEs or equivalent qualifications with 5 GCSEs at Grade 4 plus 2 at Grade 5 or above. Grade 7 or above in GCSE Maths
Written paper 100 marks 2 hours 36.4% of total A Level Written paper 100 marks 2 hours 36.4% of total A Level Written paper 75 marks 2 hours 27.3% of total A Level
About Education Provider
| Region | West Midlands |
| Local Authority | Worcestershire |
| Ofsted Rating | Good |
| Gender Type | Co-Educational |
| Address | Station Road, Pershore, WR10 2BX |
Course Overview: -Component 1 – Pure Maths and Mechanics -Component 2 – Pure Maths and Statistics -Component 3 – Pure Maths and Comprehension Pure-Year 1 -Proof -Algebraic language -Solution of equations -Inequalities -Surds -Indices -Proportion -Polynomials -Graphs -Sketching curves -Transformations -Coordinate geometry of lines -Coordinate geometry of curves -Binomial expansions -Basic Trigonometry -Trigonometric functions -Area of a triangle using sine -Sine and cosine rules -Trigonometric identities -Trigonometric equations -Exponentials and logarithms -Exponential growth and decay -Basic Differentiation -Differentiation of functions -Chain rule, product rule & quotient rule -Implicit differentiation -Applications of differentiation -Integration by substitution Pure Year 2 -Proof -Partial fractions -Rational expressions -Language of functions -Modulus function -Modelling -Transformations -Sketching curves -Parametric equations -Binomial expansions -Sequences -Arithmetic series -Geometric series -Radians -Secant, cosecant and cotangent -Compound angle formulae -Trigonometric equations -Trigonometric proof & problems -Differentiation of functions -Applications of differentiation -Integration -Integration – area under a curve -Vectors -Integration by parts -Differential equations -Numerical solution of equations -Numerical integration Mechanics Year 1 -Standard models -Units and quantities -Motion in 1 dimension -Kinematic graphs -Calculus in kinematics -Constant acceleration formulas -Problem solving -Identifying and representing forces -Vector treatment of forces -Newton’s laws for a particle -Connected particles Mechanics Year 2 -Motion in 2 or 3 dimensions -Motion under gravity in 2 dimensions -Forces in equilibrium -Finding resultant forces -Frictional force -Normal contact force -Rigid bodies in equilibrium -Projectiles Statistics year 1 -Sampling techniques -Data presentation -Summary measures -Probability -Binomial distribution -Discrete probability distributions -Hypothesis testing (binomial) Statistics year 2 -Probability of events from two -experiments -Conditional Probability -Normal distribution -Hypothesis testing (Normal) -Hypothesis testing for correlation
We ask that students entering the Sixth Form have a minimum of 7 GCSEs or equivalent qualifications with 5 GCSEs at Grade 4 plus 2 at Grade 5 or above. Grade 7 or above in GCSE Maths
Written paper 100 marks 2 hours 36.4% of total A Level Written paper 100 marks 2 hours 36.4% of total A Level Written paper 75 marks 2 hours 27.3% of total A Level