Maths A-Level Resources for AQA, OCR and Edexcel
Everything you need to study for and pass your A-Level Maths exams. Save countless hours of time!
A-Level Maths revision guides are exactly what you need to confidently study (or teach!) A-level Maths for AQA, Edexcel, OCR, and CIE examination boards.
We cover Pure Mathematics, Probability & Statistics, and Mechanics in detail across 52 chapters.
Download five full chapters for FREE, which include:
We’ve created 52 modules covering every Maths topic needed for A level, and each module contains:
As a premium member, once rolled out you get access to the entire library of A-Level Maths resources. For now, we have made the first five topics completely free of charge for you to get a taste of what’s to come.
Once completed our modules can be used with both UK and international A Level examination board specifications.
We will put together comprehensive mapping documents which will show you exactly which modules align to the specification you are teaching or learning.
Summary An implicit equation is an equation which is not in the form , it consists of two variable x and y which cannot be separated. Implicit Functions are differentiated by using ”chain rule” in combination with the ”product and quotient rule”. When we differentiate y we write with the derivative i.e To find the … Read more
Summary When x and y are expressed in terms of a third variable it is called a parameter. To differentiate parametric equations to find derivative of y with respect to x, we use the chain rule method. When the parameter in the equations is “t”, the chain rule is defined as: What is parameter? We … Read more
Summary Second derivative is when we differentiate . We write second derivative of y with respect to x as: Stationary Points are obtained by solving the equation . Maximum point: Minimum point: Second derivative Differentiation is the process that we use to find the gradient of a point on the curve. We define a gradient … Read more
Summary is known as an exponential function Logarithmic functions are written as Laws of logarithm: 1. 2. 3. 4. 5. 6. Exponential functions When n is a positive integer and a is the base in , then n is known as the index, power or exponent. Suppose we have , this is called an exponential … Read more
Summary Integration techniques include: Integration of trigonometric functions: Integration of exponential functions: Integration of : Integrating Fractions: This involves , numerator is the derivative of a function within the denominator and lastly partial fractions. We know that the process of antidifferentiation is called integration. Clearly if then where is known as the … Read more
Summary Substitution Rule is defined as: Indefinite Integral: Definite Integral: where We often get an integral which does not correspond to any standard result mentioned earlier. We therefore choose a suitable new variable u to replace x. We also replace dx by du. If this substitution transforms the original integrand into a simpler integral … Read more