Easter Revision Course Information

A Level Maths Easter Revision Course Overview

a level maths

About Our Courses

Our four-day A Level Maths Easter Revision course is designed to cover the syllabus in its entirety, giving students the opportunity to explore their strengths and weaknesses in A Level Maths and provide them with the materials, the knowledge and, most importantly, the confidence they need to embark upon a productive revision regime to help maximise their chance of success. 

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How The Days Are Spent

The A Level Maths Easter Revision course covers the entire A Level Maths syllabus andis divided up over four days as follows:

Day 1: Pure Maths

  1. Exponentials and Logs
    • Solving exponential equations
    • Solving logarithmic equations
    • Modelling with logarithms
  2. Trigonometry
    • Radians
    • Reciprocal trig functions (sec, cosec and cot)
    • Compound Angle Formulae
    • Double Angle Formulae
    • Small Angle Approximations
  3. Differentiation
    • Differentiation from First Principles
    • Chain, Product and Quotient Rules
    • Second Differential
    • Concave and convex functions
    • Points of Inflection
  4. Integration
    • With Partial Fractions
    • With Rational Functions
    • By parts, by substitution, standard integrals

Day 2: Pure Maths

  1. Proof 
    • Proof by deduction
    • Disproof by Counterexample
    • Proof by Exhaustion
    • Proof by Contradiction
  2. Numerical Methods
    • Change of sign
    • Newton-Raphson
    • Fixed Point Iteration
  3. Parametric Equations
    • Differentiation
    • Integration
  4.  Functions
    • Domain and range
    • The Modulus Function
    • Inverse of Functions
  5. Differential Equations
  6.  Sequences
    • Recurrence Relations
    • Arithmetic
    • Geometric
  7.  Circles
    • Equations
    • Tangents and Normals
    • Circle Sectors
  8. Binomial Expansion

Day 3: Statistics

  1. Statistical Diagrams
    • Histograms
    • Cumulative Frequency Diagrams
    • Other Statistical Diagrams
  2. Statistical Measures
    • Measures of Location
    • Measures of Spread
    • Outliers
  3. Binomial Distribution
    • Calculating Probabilities
    • Performing Hypothesis Tests
  4. Normal Distribution
    • Calculating Probabilities
    • Inverse Normal Distribution
    • Distribution of Sample Mean
    • Hypothesis Tests for Sample Mean
  5. Correlation and Linear Regression
    • Hypothesis tests for correlation
  6. Probability
    • Probability Diagrams
    • Independence and Mutual Exclusivity
    • Conditional Probability

Day 4: Mechanics

  1. Kinematics
    • S-T and V-T Graphs
    • SUVAT equations
    • Variable Acceleration
    • Projectiles
  2. Forces and Motion
    • F = ma
    • Coefficient of friction
    • Connected Particles
    • Forces on a slope
  3. Moments
    • Moments in 1 direction
    • Moments in 2 directions