# A Level Maths Revision Home Study Kit

- All of the major A Level Maths topics covered - Over 160 cards!
- Practice questions, answers and explanations on every card
- 3 practise papers designed by examiners and expert teachers
- Mark schemes provided

### Example Cards

Take a sneak peak at our A Level maths cards

##### Revise at Home with Flash Cards

The MME A Level maths revision cards have been designed to enable students to work through the major topic areas of the new A Level maths course whilst studying at home. Each card highlights formulae, explains key terminology and then shows a worked example for each topic. On the reverse of each card is a practise question that enables students to practising applying what they have just learnt. All answers are easily accessible so you can see how you have done on each question.

##### Pure, Statistics and Mechanics Practise Paoers

Practise exam papers for AQA, Edexcel, OCR, WJEC and MEI specifications. The exam papers in this set are a pure 1 paper, pure 2 paper and then a combined statistics and mechanics paper 3. Each exam paper comes with a mark scheme so you can work through your question paper and identify the question types that you need to revise further.

### Frequently Asked Questions

Any questions you have about our A Level Maths Revision Home Study Kit are answered here.

###### Do the MME A Level Maths maths cards cover the new course?

The MME A Level Maths revision cards have been designed specifically for the new course. The cars cover all major topic areas including: Proof, Algebra and functions, Coordinate geometry in the (x,y) plane, Sequences and series, Trig, Exponentials and logarithms, Differentiation, Integration, Numerical methods, Vectors, Statistical sampling, Probability and Stats, Statistical hypothesis testing, Quantities and units in mechanics, Kinematics, Forces and Newton’s laws, Moments and all other areas of the syllabus.

###### Is this pack for my exam board?

The MME A Level maths pack is suitable to students studying for the following exam boards: AQA, OCR, MEI, WJEC and Edexcel.

###### Do you cover pure, stats and mechanics in equal depth?

The A level maths course covers more pure maths than stats and mechanics. Our cards and practice papers reflect the curriculum accurately so each area is covered in the correct amount of depth.

###### How long will it take for my items to arrive?

It takes around 2-3 days for Royal Mail to deliver your parcel.

###### Are there other A level maths revision materials I can access?

Yes, at MME we offer the very best free A level maths revision resources to help you revise and study from home.

###### How do I access answers?

The exam papers have answers in the mark scheme. The answers to the questions on the reverse of each card, can be found on this page, in the tabs below.

### Topic List

There are over 160 topics covered in the A Level Maths Revision Cards pack.

#### Pure

- Indices
- Expanding and factorising
- Surds
- Solving quadratics
- Quadratic functions
- Simultaneous equations
- Inequalities
- Algebraic methods
- Algebraic fractions
- Proofs 1
- Proofs 2
- The Binomial Expansion 1
- The Binomial Expansion 2
- Negative / fractional binomial expansions
- Partial fraction binomial expansions
- Cubic and quartic graphs
- Reciprocal graphs
- Points of intersection
- Graph transformations
- Equations of straight lines
- Parallel and perpendicular lines
- Length and area
- Modelling using straight lines
- Midpoints and perpendicular bisectors
- Equations of circles
- Tangents to circles
- Triangles and circles
- The modulus function
- Mapping transforms
- Composite and inverse functions
- Modulus of functions
- Modulus transforms
- Parametric equations
- Sketching parametric equations

- Modelling parametric equations
- Exponential functions
- Y = ex
- Exponential modelling
- Introduction to logarithms
- Logarithm laws
- Solving equations using logarithms
- Natural logarithms
- Logarithms and non-linear data
- Differentiating from first principles
- Basic differentiation
- Gradients, tangents and normal
- Increasing and decreasing functions
- Second derivatives and stationary points
- Differentiating sin x and cos x
- Differentiating exponentials / logarithms
- Chain rule
- Product rule
- Quotient rule
- Differentiating trigonometric functions
- Parametric differentiation
- Implicit differentiation
- Second derivatives
- Rates of change
- Integrating xn
- Finding functions
- Definite integrals
- Areas
- Areas between functions
- Integrating standard functions
- Integrating f(ax + b)
- Using trigonometric identities
- Reverse chain rule
- Integration by substitution
- Integration by parts
- Integrating using partial fractions

- Finding areas
- Trapezium rule
- Parametric integration
- Differential equations
- Modelling with differential equations
- Locating roots
- Iteration
- Newton-Raphson method
- Arithmetic sequences
- Arithmetic series
- Geometric sequences and series
- Sum to infinity
- Sigma notation
- Recurrence relations
- Sine and cosine rule
- Area of a triangle
- Sine, cosine and tangent graphs
- Exact values for sine, cosine and tangent
- Trigonometric identities
- Trigonometric equations
- Quadratic trigonometric equations
- Radians
- Area and arc length in radians
- Trigonometric equations in radians
- Small angle approximations
- Reciprocal trigonometric functions
- Reciprocal trigonometric identities
- Inverse trigonometric functions
- Addition formulae
- Double angle formulae
- Simplifying a cos x + b sin x
- Trigonometric Proofs
- Real-life situations
- Introduction to vectors
- Magnitude and direction
- Solving geometric problems
- Modelling with vectors
- 3D vectors
- Geometric problems in 3D
- Application of vectors to mechanics

#### Mechanics

- Modelling assumptions 1
- Modelling assumptions 2
- Quantities and units 1
- Quantities and units 2
- Vectors 1
- Vectors 2
- Displacement-time graphs
- Velocity-time graphs
- SUVATs
- Friction
- Friction example
- Newton’s Second Law
- Masses on slopes moving
- Connected particles

- Connected particles 2
- Pulleys
- Displacement, velocity and acceleration
- Differentiation of displacement / velocity
- Integration of acceleration and velocity
- Moments
- Resultant moments
- Equilibrium
- Centre of mass
- Tilting
- Mechanics skills 1
- Mechanics skills 2
- Projectiles 1
- Projectiles 2
- Projectiles using vectors

#### Statistics

- Methods of data collection
- Simple random sampling
- Systematic sampling
- Stratified sampling
- Non-random sampling
- Opportunity sampling
- Types of data
- Mean, median and mode
- Quartiles and percentiles
- Variance and standard deviation
- Coding
- Outlying data
- Box plots
- Cumulative frequency
- Histograms

- Statistical correlations
- Probability
- Tree diagrams
- Venn diagrams
- Statistical distributions
- The binomial distribution
- Hypothesis testing
- Tailed hypothesis tests
- Regression lines and correlation
- Hypothesis testing zero correlation
- Conditional probability
- The normal distribution
- Standard normal distribution
- Binomial distribution
- Hypothesis tests of normal distribute

### Shipping / Delivery Information

All items are shipped using Royal Mail. For our standard shipping option this means you should receive your items within 2-3 working days for all UK orders. International shipping varies depending on the country but usually takes between 5-10 working days.

Item | United Kingdom | Europe | Rest of World |
---|---|---|---|

Revision Cards | £1.49 initial cost + 50p per item | £6.50 initial cost + £2.50 per item | £19.99 flat rate |

Practice Exam Papers | £1.00 initial cost + 49p per item | £6.50 initial cost + £2.50 per item | £19.99 flat rate |

Equivalency Practice Papers | FREE | £6.50 initial cost + £2.50 per item | £19.99 flat rate |

Bundles | £1.49 initial cost + 50p per item | £6.50 initial cost + £2.50 per item | £19.99 flat rate |

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## 1 review for A Level Maths Revision Home Study Kit

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## What customers are saying

Gloria PetersThe cards are brilliant and the papers provide a great opportunity to take another authentic A level maths paper in the style of the new spec. The old past papers are still useful but don’t examine the course in the same way, or cover the new topics obviously. Full marks from me.